reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
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} | Generate code for a svg of a the soft brown of freshly harvested mushrooms in the woods. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4dcb2" d="M0 0h96v43l-4-11-1 11-1-38H6L3 42l-3 6z"/><path fill="#eead6f" d="M6 5h84v19l-2 7-3-17-3-2q-3 2-1-1-7-2-13 0l-3 4q-3-4-6 0l-8-7q-2 5-3 0l-2 4q-6-5-9 1l-3-2q-5 0-8 3-4 0-1-2l-2-2-4-3h-3q-3 0-4 3-4-1-6 3z"/><path fill="#eaad72" d="m23 10-2 1-4-2-6 3 1 10 4 12-7 14-2 15-1-15V13q2-4 6-3 1-3 4-3h3z"/><path fill="#eaa96d" d="m90 24-1 38-1-20-1 11q-3 2-3 6-7 2-9-6-4-4-9-4h-2q-1-5-5-5-4 1-6 4l10 1-10 2-4-1-2 2q-4-3-6 2l1 1q-2 1-1 4-1-1-3 1l-1-3-1-4q-2 0-1 2h-6v3l-2-3q-3-14-10-2 1 2 5 2l3 11-1 1-1-1-2 2-6-11h-1q3 7-4 7l-1 8v4l-3-3-2-4 1 1 1-22 1 15 2-15 7-14-4-12-1-10 6-3 4 2 2-1 2 2q-3 2 1 2 3-3 8-3l3 2q3-6 9-1l2-4q1 5 3 0l8 7q3-4 6 0l3-4q6-2 13 0-2 3 1 1l3 2 3 17z"/><path fill="#edbf88" d="M6 5v43L5 70l-1-1-1-1q0-3 1 0l1-15Q4 28 6 5"/><path fill="#e7ac74" d="m90 5 1 38-1 39h-1l-1-16q0 6-5 12l1-15-2 5q-2-3-4-2v-5q-3-3-4 0l-1-2v-3q-7-3-12 2h-1l1-7 5-2q5 0 9 4 2 8 9 6 0-4 3-6l1-11 1 20 1-38z"/><path fill="#f3d9ae" d="M96 43v53H0V48l3-6 2 11-1 15q-1-3-1 0l1 1 2 4v16l44 1h41l-1-7v-1l2-50z"/><path fill="#bc8053" d="M49 89H6h22q0-24 1 0z"/><path fill="#b67244" d="M89 82v6l-24-1 1-4-5-6q6 0 6-6 3 2 6-1l1 3 3-1 2-5-1 6 3 5q4 0 7 3"/><path fill="#bb7848" d="m6 73 3 3q-3 3 1 8v-3q4 5 7-1l7 7-1 2H6z"/><path fill="#ce8e57" d="m53 76 1 1q-2 3-2 8 2-5 3-1 1-2 4-1-1-3 1-3l2 7-3 1-1-4q-4 2-4 6h-4l-1-1-2-6 1-2 1 1q-1-7 2-1z"/><path fill="#b77242" d="M37 77h2q4-1 4 4 2-3 5 0l-1 2 2 6H29q-1-24-1 0h-5l1-2-7-7q-1-6 3-3l5 10q-1-6 1-10l2-1q5-5 9 1"/><path fill="#c07d4c" d="m62 78 5 6-1 4 24 1v-6l1 7H54q0-4 4-6l1 4 3-1-2-7q-2 0-1 3-3-1-4 1-1-4-3 1 0-5 2-8l-1-1 1-2h1q5 0 6-3z"/><path fill="#c8814c" d="M26 77q-2 4-1 10l-5-10q-4-3-3 3-3 6-7 1v3q-4-5-1-8v-4h7l1-2q3 1 5 7z"/><path fill="#bf7846" d="M31 64q-1 1 1 4h6l2-3q1 4 7 4v6h3l1-4h3v3l-1 2-2 5q-3-6-2 1l-1-1q-3-3-5 0 0-5-4-4-2-4-2 0-4-6-9-1h-5q-1-3 1-4l3-4q1-3 4-4"/><path fill="#dda669" d="M39 77h-2q0-4 2 0"/><path fill="#f4d59d" d="M63 49h2l-5 2-3 14 1 2h2q0 2 2 1l1-7h3q-1 5 1 11 0 6-6 6l-1-7q-1 3-6 3-1-12 3-22-3-2-5-1z"/><path fill="#dd9f67" d="m64 61-1 7q-2 1-2-1h-2z"/><path fill="#e09b60" d="M24 67q-3 2 0 5-2 1-1 4h5l-2 1h-4q-2-6-5-7l-1 2H9l1-8q7 0 4-7h1l6 11 2-2z"/><path fill="#f8da9e" d="M50 75h-3v-6l-1-9 2 1z"/><path fill="#dda26e" d="m73 59 1 2q1-3 4 0v5q2-1 4 2l2-5-1 15q5-6 5-12l1 16q-3-3-7-3l-3-5 1-6-2 5-3 1-1-3q-3 3-6 1-2-6-1-11v-1z"/><path fill="#eab77b" d="m60 58 6 2v1h-3l-5 6-1-2z"/><path fill="#efc584" d="m34 67-2 1q-2-3-1-4-1-3 1-5z"/><path fill="#f6d79d" d="M22 55h3l2 13-3 4q-3-3 0-5l1-1z"/><path fill="#e3a973" d="m37 57-3 10-2-8q-2 2-1 5-3 1-4 4l-2-13h2l2 3q3-1 6 1v-4q-1-2 1-2z"/><path fill="#f1a457" d="m73 59-6 1-6-2q5-5 12-2z"/><path fill="#f7a050" d="M35 55v4q-3-2-6-1v-3z"/><path fill="#f7a451" d="M41 59q-1-3 1-4 6-5 11 2z"/><path fill="#e5a66d" d="M53 51q2-1 5 1-4 10-3 22h-1v-3h-3l-1 4-2-14-2-1 1 9q-6 0-7-4l-2 3h-6l2-1 3-10 1 3q2-2 3-1l12-2q-5-7-11-2l-1-1q2-5 6-2l2-2z"/><path fill="#f7a858" d="M27 55h-5q-4 0-5-2 7-12 10 2"/><path fill="#f3a55a" d="M64 49h-1l-10-1q2-3 6-4 4 0 5 5"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a man gesturing, focusing on the mechanics of the drawing process:Drawing a man gesturing is a complex process that involves a combination of visual and tactile elements. The key mechanics revolve around the following:* **Visual Representation:** The drawing begins with a clear, defined form. The man's body is depicted with a well-defined shape, often with a defined curve or a defined shape.* **Tactile Elements:** The drawing utilizes various tactile elements to create depth and realism. This includes: * **Texture:** The texture of the skin, hair, and clothing adds to the realism and visual appeal. * **Line and Shape:** The lines and shapes of the body and the overall composition create a sense of movement and dynamism. * **Color and Light:** The color palette and lighting can significantly impact the mood and the viewer's interpretation.* **Composition and Perspective:** The drawing is structured to create a clear and balanced composition. The man's body is positioned in a defined space, and the background is created with a defined perspective.* **Detail and Detail:** The drawing is often | {
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",
"path": "emoji_u1f646_200d_2642.png"
} | Generate code for a svg of a man gesturing OK | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="shirt_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="106.9705" y2="4.4591">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
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<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
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<linearGradient id="hand_3_" gradientTransform="matrix(-1 0 0 -1 212.8882 128)" gradientUnits="userSpaceOnUse" x1="147.1496" x2="106.8477" y1="108.127" y2="108.127">
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<path id="shirt" d="M122.03,64.19l-16.56-42.81c-0.32-0.78-1.17-1.34-2.04-1.34 c-0.29,0-0.57,0.06-0.85,0.19L91.2,26.22c-1.24,0.69-1.31,1.91-1.02,2.91l11.7,39.79c0.69,2.42,0.74,8.95-6.53,29.13L90.69,124 h19.38h1.61h1.57c1.12-3.3,10.21-49.46,10.21-49.46C124.21,70.38,123.15,67.21,122.03,64.19z" style="fill:url(#shirt_5_);"/>
</svg> |
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} | Generate code for a svg of a the golden light of an early morning over a vast cornfield. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fade8e" d="M0 0h96v54H73q-4-4 0-7-2-2 1-2l-10-5q-1-6 3-11-3-2-2-4h-3q0-7-6-10-9-2-16-1-2 3-5 3v5q-3 2-1 5l-2 4v10l-15 1 6 2-2 2-21-3z"/><path fill="#fcdf85" d="M73 54H61l-5-2q-2-7 1-15l-1-1q9-12-4-18-17-3-14 15 0 3 5 4-1 1 1 4-4 3 0 7-3 3 0 6H0V43l21 3 2-2-6-2 15-1V31l2-4q-2-3 1-5v-5q3 0 5-3 7-1 16 1 6 3 6 10h3q-1 2 2 4-4 5-3 11l10 5q-3 0-1 2-4 3 0 7"/><path fill="#fcdd60" d="m52 18 4 8-1 2q-6-2-1 1l-2 4q-3 0-3 3l-6 1q-5-1-5-4-3-18 14-15"/><path fill="#fce471" d="M52 18q13 6 4 18l1 1q-3 8-1 15l5 2H44q-3-3 0-6-4-4 0-7-2-3-1-4l6-1q0-3 3-3l2-4q-5-3 1-1l1-2z"/><path fill="#fef271" d="M44 48q-1-3 1-6 3-2 9-1 2 8-6 11-3-1-4-4"/><path fill="#f8b70d" d="m0 55 56 3H0z"/><path fill="#fbc81f" d="M0 55v-1h96v4H56q-14 0-26-3z"/><path fill="#e59b0e" d="M0 59v-1h96v3q-28-1-57 1l-9-3z"/><path fill="#c58011" d="M7 59h23l9 3q29-2 57-1v1H60l-7 4q-3-6-8-1l-1-3q-5 0-8 4-2-5-5-5-6-1-11 1-6-3-13-3"/><path fill="#9d6613" d="M0 59h7q7 0 13 3 5-2 11-1 3 0 5 5 3-4 8-4l1 3q5-5 8 1l7-4h36v1q-11-1-20 1v4l-3-4-2 2q-6-5-10 1-1-3-3-1-3 1 0 4-3 1-3 5-3-3 0-6-3-4-4 0l2 2q-3 0-4 3 2-6-4-6 2-2-1-2l-7 2-1 3h-1l-2-2 2-3q-3-1-5 1l-2-4q-3 3-3-1l-4 4q-1-3-3 0-3-4-4 2-1-4-4-5-4 2-4 7l-6-9z"/><path fill="#7a5116" d="M76 68q-3 1-5 4 0-4-2-1-3-3 0-4l-8 1q-1 3 3 4l-4 4-2-6q-3-3 0-4 2-2 3 1 4-6 10-1l2-2z"/><path fill="#815717" d="m0 61 6 9q0-5 4-7 3 1 4 5 1-6 4-2 2-3 3 0l4-4q0 4 3 1l2 4q2-2 5-1l-2 3 2 2-4 4-1-1q1-4-2-7-1 8-3 0-1 8-3 0l-3 2-1-2-3 4-3-4h-1l3 8q-4 0-5 3l-1-4q2-1 1-3-3 1-5 5l-1-8q-4 2 0 6l-1 1-2-2z"/><path fill="#62471b" d="M96 67v14l-4 2-2-9 1-6q2-2 5-1"/><path fill="#76541c" d="M55 75q-2 1-3-1v6h-4l-1-8-4-1-1 1 1 7q3 1 4 4l2 9q0-9 7-12v1q-1 5-5 10v5h-2q-4-6-4-13l-4-4q2-4-1-6l-4-2 1-3 7-2q3 0 1 2 6 0 4 6 1-3 4-3l-2-2q1-4 4 0-3 3 0 6"/><path fill="#6d501e" d="M8 74q-3 0-2 3l4 10-2 9H0V85q2-1 3 1 3-5 0-9H0v-4l2 2 1-1q-4-4 0-6l1 8q2-4 5-5 1 2-1 3"/><path fill="#ad7f19" d="M15 71q-1 3 2 5l-1 2-2-3-3-8h1z"/><path fill="#b0831f" d="M30 74h-1l4 3v2q-4-4-8-1-2 1-2 4-3 2-2-1 3-5 8-8"/><path fill="#7c581b" d="M96 63v4q-3-1-5 1l-1 6 2 9 4-2v2q-4 0-5 4-3-4-3 2-1-3-1 0v4l-4-7 3 1q2-6-3-10 2-1 3 2V69q-1-3-3-1l-4 6q-1-3 2-5-3-3-5-1v-4q9-2 20-1"/><path fill="#5f431c" d="M30 74q-5 3-8 8h-3v2l1 12H8l2-9-4-10q-1-3 2-3l1 4q1-3 5-3l2 3 1-2q-3-2-2-5l3-4 1 2 3-2q2 8 3 0 2 8 3 0 3 3 2 7"/><path fill="#4b371c" d="M0 77h3q3 4 0 9-1-2-3-1z"/><path fill="#60441d" d="M76 68q2-2 5 1-3 2-2 5l4-6q2-2 3 1v10q-1-3-3-2 5 4 3 10l-3-1 4 7v-4q0-3 1 0 0-6 3-2 1-4 5-4v13H78l-1-16-3-3v-2l-2 2-7-4 10 8 2 15h-2l-1-7-2-2q-6-9-16-7-7 3-7 12l-2-9q-1-3-4-4l-1-7 1-1 4 1 1 8h4v-6q1 2 3 1 0-4 3-5l2 6 4-4q-4-1-3-4l8-1q-3 1 0 4 2-3 2 1 2-3 5-4"/><path fill="#ca9e25" d="M56 81v-1q10-2 16 7l-7-4q-4-3-9-2"/><path fill="#826220" d="M78 96h-1l-2-15-10-8 7 4 2-2v2l3 3z"/><path fill="#5d381a" d="M56 81q5-1 9 2 0 6 6 8l1 5h-2q-3-4-7-4l4 4H51v-5q4-5 5-10"/><path fill="#5b371b" d="M40 73q3 2 1 6l4 4q0 7 4 13H27q2-5 6-8 2 0 2 2l2-3q-3-3 0-6 2 2 3-1l-2-2v-4q0-2 2-1"/><path fill="#65461e" d="m35 71 4 2q-2-1-2 1v4l2 2q-1 3-3 1-3 3 0 6l-2 3q0-2-2-2-4 3-6 8h-2l4-12q-3 0-5 3v-4q0-3 2-4 4-3 8 1v-2l-4-3h1z"/><path fill="#7a571e" d="m65 83 7 4 2 2 1 7h-3l-1-5q-6-2-6-8"/><path fill="#785922" d="M22 82q-1 3 2 1v4q2-3 5-3l-4 12h-5l-1-12v-2z"/><path fill="#bd9121" d="M70 96h-3l-4-4q4 0 7 4"/></svg> | |
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77LNRldz0b7W8j0FZjO2TcM3aVEBf/455atgN7Rm2cjSuRXpuLawKUPxIk86VNFkmAXAXounDqCErGcZYamOOcc+dO3es9ANYnArwYt5fL2Atdw1NSNWMIqgKYOHZ1eeUTqtWXgWwUgEwfzJYSPOFJACjy5oCjTAzFeDLvh1ZBS9UVAEe/+xamcZLp2sW0n0y4k0A0o5I0y+O2IO/aAqAaYA9xpoCK58K8OmEP837cx/Hy0pDoJoB0/vwSpUNgRYqAKZfHAT/H2WtSPZ2GjPSD2ChoeiaD5+Zpu5Cr2TxjB7NSkNguixQz29lK98qTQDSsmGT4O9PFQA/MNQPsLK8vLxY0TN8KfGkeZctriFK3C0k7317A7xeVRWgsgQg/Qebbfwj+P8Y84uPUvBXEmDElQqe4YXEkyV/7GeBfpoKsCDdZbSyKkCVFQD9g812DOuFQfDHIKMJI41FC8vLy2W/RLwp/bNJDixWAbTFeBpnLqar4cJPANLR/+uWgz8vDAxKDYFqDDTgYlkNgT6V/kNc8ncYCw1uVAGG07cssPSYWFUFwOzoX01CLHnDsIw0FpUyreZT6f+pp56Kqnflm2++4WH0rAqQJQHJ3uZApcbF0hMAy6N/fQg0CmEUqgAYefm+sby83Cz47/Ci9K/nWTv+xXYfwr8qgE4snJiYKL0XoIoKgMnRf9b0B4zzMjHyAi6sITBduePFaZ0xnmFBBcDfKoAaApOSVwSUmgBYHv0/99xzdAl7ki1bZmQqYKmIZYHWV+700zRebGviraxv940O+rJSBUhXBJS2u2fZFQCTo3+VCdlA42g0GB3N0FRAEYH6SuLBXv+xnmBJgj56AmDh3da/IiDUBOAP1j78UA8GYYRR7YvYwFTAYp5VgPTkshUfrr8S+hireYbOqPCOlTMC0mmAZrpFfjgJQHroQdPaB89Z94wwimDkrIA8RxJe7PWvjn91/sdGR91++eWXPHhjVAEsUBVAUwFlDZbLrACYm/un9D84lbWZAhickQ2CcqkCpMm7F41/MQZ/+eKLL3joxqBdPa0kAWkVYKmMjYFKSQDSdcOmXiAqEcb6shjF559/zkUYkiomBs4KuDjms2vhsKGBaKvqWPfw+Oyzz3jgAqkCTE5O9k4LTEqYciurAmBu9K/SP13/jDCKHlUYmAoYtwpgestuRv97ybmmADAeVe2sVDnLmgYoPAFIRxBLlj5ozROy29/g1PzHC2b0UYWBdcZ/GPHZbSaGt+zeP/qPdTrv008/5UHLiZX3XLoksJk233pdAViyNoKg9D+c27dvcxHGYKAKsDLi7oAXGf3bD/4k5/km7JYGqkVXAcpIAEyNIGKeJxw1I2b+fzxaEmigIXCoXoB09L/C6N/2s3nr1i0esBxpCsDKdspZM6C3CUD6EjHV/EfwH36EgfEZaAhcGvKkwCu+XNsYR/8KVB999BErcwKuAqgZUOcDFLknQNEVAOb+Gf0jMdEQ2Bh0RJ/OOy75cF1jHf3fvHmTff8Lcv/+fTO/S9oM+IqvCYCpnf+Y+x9Ot9vlIuQ8sqh4xDbodNxFX65pjM/0xx9/TGJeIEvTAGkfgH8VAGvlfy35m5+f5+4ekOYW2VksfxVvp9w8aklgOvpfZPRP8I+ZlRMCFbcmJycLmwYosgJgqoSo4M+6/8GotMjcf3EvlopfLkdV5Rj9E/yjZ3A1wG98SwBMlf+17S+OpvKXXjQ0FxWn4l6AlcOaAdOqnRejfx3iFcvoP2v4I/iXR1MABnbx7Jmeni5sQF1IAmCt/K+XRXrMIo6gFw3NRcW/XCoeYaz4PvqPJaFX8P/ggw/YibMCVpoB09UAzSLOBiiqAmBqFEHn/2A08mfevxwVJ1l/OCRpX/Hh2sWymkf3yObmJgl55AlAkVWAohKAVyx9kDT/HT3KYH6x/Gte4eZAC8vLy/srdK/7cu1iCP56FjXyZyquOlYaASU9HCj3PoDJ0CsAKv2nTRQ4gNb6U/avhjYHSvf8rqoKsJmO/gfeI6BqauQNvfxPMm4nSdeXhebxNIblHldzrwCky4jM7B/O6P9wmlf861//SvCviJqMKqwC9JcTVxJP9vwPeTWPknE9jwR/O6zsB5BWAbQcMNfeuiKmABYtfYAkAAf75JNP2ErUACVfFXUbN/umAbwp/4c6+lfQJxm3x9I0QNoHkGt8LSIB+I2VC6aRAt3/B48yOESEKsDOzs7r6QYjTR+ulTb+Ce15zpb4sfSWBGCACkDu8bWIHgAzFQC9MPADlfx50disAujkr7J7AdzfZ+6o7scJrflPo37t6c/zaJexKQB9szsFkM7/mxHjISGHjTIU+Cn5UwXYlwAo+Htx6I+qeaEkAKrCffjhhyTjVAFGSQJy3Q8g7wqAqQTgxIkTjC7d6FKBXy8dUAXYH4h8EUI1T8FeU29ss+1fFSAdfVdOfQAuIVEVYMtiAvBrKgB26GWjZj/4UQXQ7oBKAspS4QqEofk+969yvwI/ibifCYAV6QoYJQDrVAACfmGMO9LQqJ9d/fyigFxWAqB7xFJpM1Q6/VGlfgK/3+9TK9KVALk1AuaWAKTzEmYaimJNAGj08/tFoyqANgcqGsvNig/8GvGThPvPUqKsKUKdC5DXn5dnE+CCpQ8txt3/WNvvvzICs6YbGJEWQ6V+NfhpG1+CP1WAIkxOTjbT3TvtVACsJQAxLQFkO9+wXjT6PItMYFVlsHLU6TAjasufmSpvzPGHa2dnx8wOlDod0N1nircblhIAUw2AoW4Xuh8l//CoF6DIBMCn5r+MRtNFJ0ajJN6fffZZcvv2bZ6/wGkawMpKgL5GQFMJQNPSBxZDD4BK/uzoF+bLpqgXjoKWr8FKwfbpp582MdrXc0fFLa4KgBWqACQ59dsFOQUQ+uhfLyHNMfICCpfK9EUkAD6O/jMKutoMqOzkPgv62RfiY3ApYC4rAXJJAPI+oWhcIW8ApKDPOeFxJAAKdHkmsyEs/dO9v7CwUHiSr0qJ+g4I+hBrPTPT09OmKgBNbpHisXd4XBSE8hzthlAx0r2vw6yeffbZXK+N/lz1GSjo6zvVNVitAEitVstl0J1XAmCqAhDi/L86jNlCNC4KQnndyyEt/ctOtHzqqad6xwMPWw1QsNe1/frrr3vfFfTp3scgz1DZB3YdGrgnJ1V5b3Q6nW0LCcAzlj6o0HoA1OWv0T/ie+HktTGQj0v/Bk2K5+fne9t+HzT1l63FV4C/f/9+L+hTQcOoVQArKwHq9Xo28N6wkAA0uT3yx5a+UNNeHgmAz81/R2GeHrHJa5Cb106AJAAFBH92E4NGHePOP/q89A+w9CxakVYAFkkAAg7+NCIhj9F7yKN/oCyWptDMVADy2pM4Tz43ARL8cdAIftSXD6f+AWGq1+tj997lUQFYsHZh0p2SCP4IZuQxapc69xKQD2tLAaemppoWEgDkhAN9cJhRyvic+gfkx9J2wLlVEXL4M5rcGuPTUj8a/vC40cewI5AQl/4BSIN3vW6iAmAuAbBWqjmK1jKzzh95VwFo/gNIAIpOAMzxqYyenSMOHGWYcj5L/4B8MQVwsNPcGqMnKir9A4MYZk6f0T+QL2sJdR7bEge5CsCXm0nBn1EahjFIYNcUGEv/gLDlsdqNVQAVUdmfjn8MS4H9cUmAqgQ63AZA+Nrt9uJYSUSoo2vLNO9/69Yt7l6M5KuvvuolAjr8pn9HMHX9K6mkqgQg2gTA8sg6K/0D41AvAGv8AYwjjymABpdxcDdv3mSEBgAYC02AjxkdWaS5Wdb7AwDGRROgZwkApX8AgBXBrgKwVmZX0x9ztgAAEoCCWWoEVDLCbn8AABKAElgabWv0T+MfAIAEIKIEQIGfNf8AABKAkliZAmD0DwAgAYisAsDoHwBAAhBhBYDRPwCABKACVR6KwugfAEACUJEqpwF04A+jfwAIw9TUFAnAAbas/uO+/PLLyv5u1v0DAIqiAWan09kgAThEVX0Amnpg1z8AQFF2dnZMVADMqups9Nu3b3N3AgBMq4f+Dyx7GkAJByf+AUBY8jh9jwSgZGWvBGD0DwABjpbrtsJlrVbbtpAAbFv+0MquADD6BwCUkJBsWkgArlu+SGX2AejvsnQKIQAgtxG3qd/nwYMH4ycRMXxwZVUBGP0DQJjoAfCUNuUJ6e8BAMRtZmbmPQsJwJb1C1VGI6BK/6z9B4AwWWsCvHv3rokKgPkEQIG56Ll5yv8AEK6JiQlTvw8bARkK0JT/AQBlmZ2d3bCQAGz6cLGKDNCqMFD+B4AwWTwIaHt7/BX4YycAnU5n24cPsMhpAEb/AIAyPXjwwMQ+AL1kxIcLVtQ0QNm7DQIAymNtCeDu7m4ug++8EoCopwGoAABAuKytANjZ2dnK5d8V04eoaYC8R+uM/gEgbNZWALjfx1QC8J4vH2Teh/WUfdYAACDuCsD9+/dzmXavx/ZBqlyf59kAVAAAIGzWVgFMT0/ncgZPXgnAhi8fpIJ/nnP2VAAAAGW6d+/eFhWAEX366ae5/Dmc/AcAjP7LNjMzYycB6HQ6Gz59oHk1AzL6B4CwWWsAlNu3b+ey8i7PCsC2Tx9qHs2AVAAAgASgTHntAZB3ArDp04eqTYHG3b6XBAAASADKVKvVNvL6s6JNAGTcXgASAAAgAShTXpsA5Z0A3PHtgx1nSSDL/wAgfNa2Aa7X6zctJgAbvn2wCv63bt0a6X/L6X8AQPAv23fffZdbtT3PBGDLxw9YCcAoVQASAAAIm8UVAC5e5RZrc0sAOp2OlwnAqFUApgAAgApA2dbX101WAGQjlioAFQAAoAJQslxjbN4JwKaPH/IoVQASAACgAlCmPFcAFJEA3PT1g9aSwEGDOsv/ACBstVrNXAWgXq9fz/XPowLwaBIwiDwPEwIAMPqvIsbmmgD4dibAftod8KjmPo3+R106CAAgARjV2tparjG2iNMAva4C/O1vfzt0hK/g/8EHH4y8eRAAgARgFLu7u1u5/xsLSgAWfP3QFdw/+uijZHZ2Npmfn38k+FP6BwASgCrkeQZAkQnA9RA+fAV8mv0AID5qADQ4BZB7bGUKAAAAw6P/omJrrYjfst1u73ILAQB8dOLEid40sCVra2u5x+t6Qb8rVQAAgJcM7gBYSEwtKgHY4BYCAPhoenra2q9USEwtKgG4zi0EAPBx9K8mQGMKialUAAAASE1NTVn8tfypAKRHA29xKwEASADGsrW2tlZIPK0X+EtTBQAAkAAYjaVFJgDvcSsBAHyh+X+DKwAKi6VUAAAASOKa/y80AaAPAABAAjCWwub/i64AUAUAAJAAGI2hRScA73BLAQCs0/7/Buf/C42hVAAAAIz+I5v/LzwB6HQ62+7bOrcWAIAEYLjgv7a2tu1zBUBYDggAMEtb/87MzFj7tQqfQi8jAaACAAAwy+DhP6XEzsITgHQ5IMcDAwBIAAazWeTyvzIrAPIWtxgAwCKD5f9SYmZZCQDTAAAAk8Hf4PG/pcTMUhIApgEAABbFWv4vswIgTAMAAMxVAIwpLVaWmQAwDQAAMBX8Yy3/l5oApNMAG9xyAAALrJX/d3Z2Siv/l10BEKYBAABmKgCW1Ov1N0v9+0r+96m0sc1tBwCo0rFjx6Iu/5eeAHA2AADAAoPd/6tF7/1fdQVAmAYAAFRGx/7G3P2fqaT+0W63u+5bk9sQAFC248ePJ3Nzc5Z+pS03+m+V/ZfWK/rHvsktCACoKgEwppKYWFUCsMotCAAo29TUVG8KwJhKYmIlCUDaDEgSAAAolbr/rQX/spv/qq4ACNMAAIDSaNmfwQSgssb4yhKATqejw4E4IAgAEOvoXzv/bUSXAFAFAACUiea/R1W+DRJLAgEARVPzX6PRsPQrbbvR/3yVv0DdwEVgYyAAAKP/CBOAqwnnAwAACmJw57/tNPbFnQBwPgAAILLR/3pVS/+sVQDkMrcoACBvRpf+mYh5JhKATqezlbAxEAAgZwaP/dXGP1skAFQBAAAFovnPgwSAKgAAIO/Rv7F9/zfc6N/MBnh1Y58XSwIBAKGO/k1Vuk0lAJ1OZ0MZErctAGAc2vhncnLS2ujfVHyrG/zc6AUAAIzlxIkTxDbfEgCqAACAcUf/+mL0718FgCoAAIDRf4wJQFoFWOU2BgAMQ/P+jP79rgBQBQAADM1g5/8Fq9fKbALAvgAAgGFozb+xbX9XLa3796kCQBUAADCw2dlZYlgoCUBaBbjKbQ0A8HD0v0UCMH4Gtc3tDQA4zMmTJy39OtvffPON+Qq2+QSg0+ko+L/J7Q0AOIjBdf9v/ulPf9qyft3qnny+mgbY4jYHAOxnbN3/duLJ1LUXCUBaBaAhEABgffR/YW1tzYtp65pPH3S73X7XfVvklgcASKPRsJQAbLng3/Ll2tU9+6ypAgAAemZmZqyN/s/7dP28SgDYIhgAkDE29292y99QKgBZFYBlgQAQMa3519p/Rv8RJQDp5kAsCwSASNVqNWu7/l22vulPKBUAJQGXEpYFAkCUFPwNjf4Vi7zcsbbu8T1wgccAAOIb/Rs78e+yL8v+fnQtfb4RWBYIAHHRlr+G9vxX499Lvl7Luuf3gpouaAgEgAhMTk5aO/DH60q01wkADYEAEI+5uTlLv45K/5skANUmAZcSGgIBIGjGNv1RzPH+qPp6IPfGeR4PAAiXsU1/Lvja+BdcAsAOgQAQdvA3tOxv3QX/9RCuaz2ge0TNGDQEAkBAFPgNLfvbTgJagh5MApAeGcxUAAAENvrX2n8jvNzx7zC10G4W9gYAgDCo6U/H/Rrh9Zr/oCsAfdgbAAACYGzZX3C7z06E9g/qdrvbrVbrnvvxZR4fAPCTSv9a+meESv//N7RrXAv15mEqAAA8HZlOTCTz8/NW5v43XfB/IcTrXA/4HmIqAAA8Hf0bavwLtrl8ItR/GFMBAOAfNf4ZmvsPsvSfqYV+MzEVAACeBCQ36lfp38imP8GW/jP1CO4ppgIAwAOzs7OWdvwLfl+ZidD/gUwFAIB9Our31KlTVn6doEv/mVosNxdTAQBglzb8MXLaX/Cl/0w9ovuLqQAAMEh7/Rs66jeaLeWjSQA6nc5WEuBOTgDgM835GzrqV6X/zWiufUw3Wrfb3Wy1Wgvux+d57ACgeidPnuzN/xugvf6jOlCuHuH9xlQAABigrX6NbPcb5Wmy0SUA6bHB53j0AKA6WvOv0b8RF0I65ndQEzHeeN1ud6vVaumMyRd5DAGgfFryZ6T0v+6C/3/E+BnUY735Op2OGgI3eQwBoFyGSv8a9Z+P9XOoR34f0g8AACUyVvo/70b/0caAiZhvxG63e4tdAgGgPIZK/1rytxp1Msbt2Nsl8G33bYkrAQDFUdnfyHa/0ez29zh1bskeTQVscRkAoKDRpp3SPyvBSAB+kC4NPM+VAIBiKPgrCbAw4Itxyd9BJrgEe9Klgbo7F7kaAJAflf6NbPe76oL/f/KJUAE4qBJwyX3b4EoAQD4Mlf617JvzYEgAHktzQywNBIAcGCn996Z5Y17yRwIwWBWABhEAyMGxY8esbPhzIaZT/gZFD8AB6AcAgDGDy8REcvr0aQujf837X+YToQIwTCXgUkI/AACMxEjpn3l/EoCR0Q8AAENSx//U1FTVvwbz/iQAY1UBdOO8xJUAgMFom9/Z2VkLv8p55v0fjx6AI6TnBdxJOC8AAB5LJX/N+9frlY8tr7rg/yafCAlAHknA+y4JaLofF7gaAHCwubk5C13/2ueflVwDYApgcGokoZwEAAdQ4D9+/HjVvwbTtiQA+es7L4CGEgDoY2i3v3M0/ZEAFJUEbCYcGgQAjzCy3l+b/WzwaQyOHoAhdbvdD9kkCAD2qOxvoPSvzX7+g0+DCkAZlYBL7ts6VwJAzLTkT41/FWOzHxKA0p1PaAoEECmV/E+dOlX1r9E7u4V5fxKAsqsANAUCiJaa/rTff8UU/Lf4NEgAqkgCaAoEEB0jp/zR9DcmmgDHRFMggJho3l+l/4q7/mn6owJgphJwKaEpEEDgsvX+FQd/mv5IAMyhKRBA0NTxrwpAhXo7/dH0RwJgrQrQ60ZNaAoEECDN++urYgR/EgCzScBWwj7UAAJjZL0/x/uSAJhPAlgZACAYRub9dbzvKp9GvlgFUIBut7vZarUa7scXuRoAfKbgPz09XeWvsO6CP4MqKgBeVQLUpcrKAADeMjDvT0WVBMBbrAwA4CUD8/5s81uwGpegWO12u+m+/cV9NbgaALwIDLVaMj8/X/VWvy/Q9EcFwGt9KwPIYgF4wcA+/3T8l4AmwBJ0u91brVbrM/fjElcDgGXHjx9PZmdnq/wVLrvgf5VPggQgpCRAKwPuuB9f5moAsGhqaqrqI361xz/b/JIABJkEvO+SgKb7cYGrAcCSbN6/wvX+my74/5ZPojz0AJSs0+loZcAGVwKAJY1Go9Lgn7CLKglAJM4lLA8EYETFh/yoQfo8y/3KxzLAirTbbS0L7CYsDwRQIW30o67/Kuzu7qrqwHI/KgBxSU8PZHkggMpUvdmPC/4s9yMBiDYJ0I1/jisBoILg2+v4r2re/+HDhxc44IcEIPYkYCNhr2sAJTt9+nSVm/2s/vGPf2Stf8VYBmhAukeA0vBFrgaAoqnsPzMzU1nw53Q/KgB4tBJwSQ8GVwJAkdT0p93+KqJpTzb6MYJVAMa02+23E7YMBlAANf1VuN6/t9af5X5UAHA4jhAGkP9or9qmP472JQHAUfqWB5IEAMhNhU1/2+nIf4tPwVhSyCWwqd1uN923vyRsFARgTGr6q3Den41+qABgyErAVsJGQQDGVHHTHxv9kABgxCRgkyQAwKjU9FfVNr9p8F/lU7CLfQCM63a7t1qt1mcJKwMADEHNfj/5yU+qavq76oL/f/IpkABg/CRAGwXdJAkAMGjw13K/ipr+tNHPv/EpkACAJABAyVT2n56erir4s8sfCQAKSgK0KuBFrgaAg5w4caKqpr9NF/x/yyfgD5oAPdPpdLSN5ipXAsB+2t9/dna2kuCf7DUsgwoACq4EvNNqtZruxwWuBgBRx782+6mg6Y8tfj3FRkAe49wAAL0XuQv68/PzVTT9bSV7G/0Q/D3EFIDfODcAIPhX1fHP/v4kAKgK5wYA0Da/Kv9XEPxfYpc/EgCQBACogDr+tdUvwR+joAcgEO12W8sD301oDASioMBf9ja/u7u7mnLgcB8qADBYCTifcG4AEDyV/FX6L33EWKtxuA8JAIwmARweBAROzX5q+qtguR+H+5AAgCQAQBUU9E+dOkXwBwkASAKAmGijnwo6/gn+JAAgCQBQFTX8TU1NEfxBAgCSACAWOtynguV+lwn+YWMZYATa7ba2C36bKwH4p4rlfgnH+kaBw4Ai0O12P2y1WjcTzg0AvKL5/gqa/gj+JAAILAnYJAkAPHo5T0z0Dvgh+IMEACQBQCQU9NXxX/IBPwR/EgCQBACokkb+JS/3I/iTAIAkAECV1PA3PT1N8AcJAEgCgFhof38t+SP4gwQAJAFAJLTcT8f7EvxBAgCSACASMzMzveV+BH+QAIAkAIiEmv3U8V/icj+CP0gAQBIAVPoCLn+tP8EfJAAgCQCqVMFaf4I/SABAEgBUHfwbjUaZa/0J/iABAEkAULWS1/oT/EECAJIAwELwL/FoX4I/SABAEgBUTZv8zM7OEvxBAgCSACAWGvVr9E/wBwkASAKASJS80Q/BHyQAIAkAqlbyRj8Ef5AAoLAk4Lr78WX3dYwrAhwd/LXcj+APi2pcAgyr3W4vuG/vuq8GVwM45OXqgr52+Stpox+CP4ZW5xJgWJ1OZ9N9e8l9bXM1gIODv0b+BH+QAIAkAIgs+Je0y98Fgj9Gvle5BBgH0wHAo0rc6Oe8C/6rXHGQAIAkACD4AwNjCgBj65sO2OJqIFZzc3MEf1ABQLSVgEZaCVjgaiAmJe7yR/AHFQCYrARsp5WATa4GCP752d3dJfiDCgCoBABWlLTFby+xdsGfxBpUAEAlAKialvmVUPYn+KMwbAWMQnS73butVmvN/fgklQCEGPxL2OKX4I9CMQWAwrXb7Wvu2wpXAkGMmiYmelv8EvxBBQA4uhrwTqvValIJgPcjJhf0dbJfwVv8bqbB/0OuOEgAEEoSoObAF7ka8DX4l7DFbxb8b3HFQQKAkJKAP7sk4Kb7cYmrAYL/ocGf8zVAAoAgk4BNkgD4Rkv9pqeni/wrNtzXbwn+KDWx5RKgCu12e8V9u8aVgHUl7O/Pcb4gAUB0SQCHCIHgT/BHRdgICJXpO0SIsidiDP5XCf6gAgAqAVQCYEgJ+/uzrz9IAIA0CeD8ABD8gRIxBQATOD8AEQT/7YcPHxL8QQUAeEwlQKsDWCaIoIJ/wta+IAEABkoEOD8ApdEGP9rfn+CPmLAREEzi/ACUGfwLPNmPff1BBQAYsRKgKgAbBsHn4M8yV1ABAEaoBLB1MHwM/uvu6xzBH1QAgPErAYvu29sJewUgj5HPxERvzr+g4M/ufvACywDhhU6ns5GwayDyGPW4oK/DfQoK/uzuBxIAoIAkINs6mG5qjBz8CzzWV2v8L3CV4c3zwCWAb9g1EEaD/ypXGT6hCRDe6Xa7d1ut1pr78fn0C6gq+GtK6l9c8P9/XGVQAQDKrQawYRCOpIa/goI/G/yACgBQUTVAGwbdcT++zNXAQbS97/T0dN5/rIL+Cy74b3GFQQIAVJcEvM9eATgs+GuP/wKCPxv8wHtMASAY7BWAEoI/a/xBAgAYTQK0MuBdkgCCfwHB/yrL/EACANhOAlgmSPDP+49lmR+Cw0ZACE6n0+l1Z7uvDa5GXObm5vIO/rqXzhH8QQUA8K8awDLBSCjwa/Sfc/BnmR+CxSoABC1dJqhEd5GrQfAfQtbp/yFXFyQAgL9JwAbLBAn+IwT/W1xdhIwpAESDFQIE/wGwzA/RoAkQ0eA0QYL/ES4T/EEFAAi7EsAyQYL/fizzQ3ToAUB0+k4TfJIkwD8zMzPJqVOn8vrj1On/Wxf817myoAIAxFUNuOK+vcGV8INO9NOxvjreNwdbyd4af6aEQAUAiLAa8GdWCEQZ/BX0/4XT/BAzmgARvU6ns+q+vZDslYMRfvDX581pfogeUwBAKl0mqJ0D6QsIN/ir0/8SVxUgAQD2JwGsEAg3+NPpD5AAAEcmApwhEE7wZ09/4AA0AQIHSM8QuON+fJmr4XXwV9Cn0x8gAQCGSgLed0nA9TQJOMYVKemlNDGRzM/P5xH8N5K9Nf5bXFXgx5gCAI6QNge+7b6aXI2CX0gu6GvkrwrAmNjTHyABAHJJAmgO9Cf40+wHkAAAuScCNAfaDf5q9tN8/wZXFDgaPQDAEGgONBv8s2a/97miAAkAUFQSQHOgreCvET/NfsCwzx+XABgNzYEmgj/NfgAJAFBJEkBzYHXBn2Y/gAQAqDwRoDmwvOBPsx+QA3oAgBzQHDg4Bf+pqalR/+c0+wFUAACTlYDFZK8voMHV+LGTJ08mx46N3De5nuyV/TnGFyABAEwmARwrnH/wv+oC/wWuIkACAFhPAhppErDE1Rgr+Gu0f4FmP4AEAPAtEbjkvl0k+I8c/DnGFygITYBAgbrd7kar1brpflxMItw0aIzgr6D/Apv7AFQAAN8rAdFtGjRG8GdzH4AEAAgqCWikScAiwf9QbO4DkAAAwSYCV9y3N0L99x0/fjyZm5sb9n/G5j5AyegBAErW7Xb/HGpfgEb9Gv0PSfP9NPsBVACAaCoBQfUFjBj8V5O9ZX5s7gOQAABRJQFB9AWMGPwV+K9yFwAkAEDMiYC3fQEjBH/m+wED6AEADPC1L2CE4M98P2BEnUsA2NDpdFYVHN3Xlg+/r47zHTL4r6bBf4tPG6geUwCAMT6cI6Dgr2N9a7WBXyHM9wMkAAAGTAQuJQbPERgy+LOfP2AUPQCAUek5Atfdjy8nRvoChgz+7OcPUAEAMEYloJnsLRVcqHS0MDGRzM/PDxr8r7rAf4FPD7CLJkDAuE6noxG0mgNXKxspuKB/6tSpQYK/Sv7nCf4AFQAA+VYDVpK9BsFSg7/K/ir/H0GJyjnm+wESAADFJAGlbSE8RPBfT0f+bOkLkAAAKDAJKGULYQX/qampo/5rl13gv8SnApAAACgvEVDgLWSpoDb50U5/j8GWvgAJAIAKk4DFtBrQKDH4Z1v6UvIHSAAAVJgENJOclgqeOHEimZ2dfdx/hSV+AAkAAGOJwFinCh5xuE+2xG+dKw2QAACwlwToDAEtFRxqSmBmZqa31v8QKvmfY1c/IBxsBAQEptPpaIT+Qhq0B6Jd/h4z8l9NOMUPoAIAwJtKgCoAmhJYOeq/e8hyP5X8dYrfKlcTIAEA4F8isJImAgdOCSjwKwHYR9WD8+zqB4SLKQAgcJ1ORyP4l5JDpgQOWO7X++8T/AEqAADCqARomK9Ng75fJaCtfp944onsP1LyB0gAAAScCHy/SqBv2R8lfyAyTAEAkelfJZA2/l1NKPkDABCPpaWlBa4CAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAVP5XgAEAmbta5/MexY0AAAAASUVORK5CYII=",
"path": "emoji_u1f5a4.png"
} | Generate code for a svg of a black heart | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M93.99,8.97c-21.91,0-29.96,22.39-29.96,22.39S56.09,8.97,34.03,8.97 c-16.58,0-35.48,13.14-28.5,43.01c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08 C129.45,22.11,111.91,8.97,93.99,8.97z" style="fill:#424242;"/>
<g>
<path d="M30.65,11.2c17.2,0,25.74,18.49,28.5,25.98c0.39,1.07,1.88,1.1,2.33,0.06L64,31.35 C60.45,20.01,50.69,8.97,34.03,8.97c-6.9,0-14.19,2.28-19.86,7.09C19.18,12.77,25.05,11.2,30.65,11.2z" style="fill:#575757;"/>
<path d="M93.99,8.97c-5.29,0-9.77,1.54-13.53,3.85c2.64-1.02,5.56-1.62,8.8-1.62 c16.21,0,30.72,12.29,24.17,40.7c-5.62,24.39-38.46,53.98-48.49,65.27c-0.64,0.72-0.86,1.88-0.86,1.88s51.39-37.21,58.38-67.08 C129.45,22.11,110.57,8.97,93.99,8.97z" style="fill:#575757;"/>
</g>
<path d="M17.04,24.82c3.75-4.68,10.45-8.55,16.13-4.09c3.07,2.41,1.73,7.35-1.02,9.43 c-4,3.04-7.48,4.87-9.92,9.63c-1.46,2.86-2.34,5.99-2.79,9.18c-0.18,1.26-1.83,1.57-2.45,0.46 C12.77,41.95,11.57,31.65,17.04,24.82z" style="fill:#787878;"/>
<path d="M77.16,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54 c2.74-3.84,7.95-6.08,11.25-3.75c3.38,2.38,2.94,7.14,0.57,9.44C86.11,33.4,79.69,34.66,77.16,34.66z" style="fill:#787878;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a smooth black oval framed by thin white lines. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f1f2f3" d="M0 0h96v96H0z"/><path fill="#101013" d="M6 7v61q0-12 3-23l-1-1 2-1 8 21q-8-15-2-28 4-3 5-8l5-5 7-5q6-3 15-3l12 2q0 5 5 3l8 6q0 3 4 5l-2-4 3-2q-1-3-4-1l-1-2 5-3 1 3q3-1 8 1l-5 2 4 2-2 1 5 2v49l1-62 1 72H6l-2-1V47Q4 26 6 7"/><path fill="#55575a" d="m68 75-7 4z"/><path fill="#505154" d="M61 79q-16 8-31-2l17 4z"/><path fill="#535458" d="m75 68-7 7z"/><path fill="#505154" d="m20 68 7 6q-6-1-7-6"/><path fill="#141416" d="M6 7q42-3 85-1l-1 11-1 62V30l-5-2 2-1-4-2 5-2q-5-2-8-1l-1-3-5 3 1 2q3-2 4 1l-3 2-2-1-8-6q-5 2-5-3l5 1q-12-6-24-4l-8 4-7 5q-5 0-5 5-1 5-5 8-3 2-3 5v11l-3-9-2 1 1 1Q6 56 6 68z"/><path fill="#515356" d="m80 59-5 9q2-6 5-9"/><path fill="#57595b" d="M16 36q-6 13 2 28h-2l-3-12V41q0-3 3-5"/><path fill="#4d4f52" d="M77 31q5 6 6 16l-3 12q3-15-3-28"/><path fill="#535457" d="m73 26 2 1 2 4q-4-2-4-5"/><path fill="#505254" d="m26 23-5 5q0-5 5-5"/><path fill="#5b5c5f" d="m60 17-12-2q-9 0-15 3l8-4q12-2 24 4z"/></svg> | |
{
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"path": "emoji_u1f918.png"
} | Generate code for a svg of a sign of the horns | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M28.71,82.95c-0.58-4.14-5.63-42.17-5.49-55.11c0.09-8.6,11.41-11.7,13.09-2.53 c2.97,16.26,6.57,33.33,10.43,31.85c0,0-0.3-9.55,6.4-12.11c8.03-3.06,12.49,4.08,12.49,4.08s2.17-10.66,10.71-9.42 c7.88,1.15,9.31,8.38,9.31,8.38c0.61-3.03,0.54-18.16,1.68-32.46C88.05,6.56,89.94,3.65,95,4.03c3.2,0.25,6.79,2.32,7.34,11.98 c1.21,21.26,1.33,58.83,0.39,76.14c-0.82,15.08-13.77,32.7-37.1,31.38C38.51,122,31.12,100.27,28.71,82.95z" style="fill:#FFCA28;"/>
<path d="M70.13,58.63c-0.14-0.12-2.23-3.63-0.65-2.76c-0.82,0.82-3.88,1.1-3.79,2.48 c0.33,5.21-4.64,12.85-15.51,6.97c-2.67-1.44-2.73,3.23-2.73,3.23c-2.69,22.9,13.6,19.55,18.41,35.6c0,0,5.68-13.28,9.83-16.87 c1.57-1.2,3.43-2.55,4.23-4.36c-7.07,0.68-15.93,1.79-20.25-5.16c-0.69-2.6-2.16-2.45-0.4-4.88c5.58-4.02,20.49-2.47,27.29-5.14 c4.51-0.15-0.48-16.45-1.16-12.55C84.52,60.22,77.43,65.33,70.13,58.63z" style="fill:#FFB300;"/>
<path d="M80.27,86.97l-2.35-2.89c0,0-10.87,2.17-16.47-1.07s-7.43-8.61-3.28-11.46 c4.15-2.85,9.81-1.58,16.02-2.86c6.21-1.28,12.43-2.38,17.82,5.07c5.39,7.46,8.29,14.36,8.29,14.36L80.27,86.97z" style="fill:#FFCA28;"/>
<g>
<path d="M71.92,67.44c-0.72-4.23-1.72-9.12-2.89-12.67c-1.74-7.48-5.67-11.37-12.23-10.36 c0,0,5.78,1.91,7.37,7.64c1.84,6.63,2.61,14.83,2.72,17.44C66.88,69.49,68.97,68.48,71.92,67.44z" style="fill:#EDA600;"/>
<path d="M34.3,26.25c1.36,8.3,2.67,18.08,4.33,24.06c2.67,9.56,5.23,10.45,8.6,10.45c0,0-0.08-4.43-0.2-4.43 c-4.56,0.01-6.19-15.07-9.82-30.62c-0.9-3.84-3.34-7.14-8.3-5.73C28.92,19.98,33.35,20.43,34.3,26.25z" style="fill:#EDA600;"/>
<path d="M85.62,45.29c-2.94-6.03-9.28-5.59-9.28-5.59s4.32,1.23,6.46,7.1c3.64,9.97,2.48,17.97,2.14,19.54 c1.47,0.66,2.6,1.44,3.82,2.5C89.92,61.37,88.81,51.84,85.62,45.29z" style="fill:#EDA600;"/>
<path d="M102.96,14.95C102.3,3.13,94.71,4.03,94.71,4.03s4.98,2.41,5.29,11.02 c0.47,13.08,1.43,62.55,1.57,66.43c0,0-4.05-6.17-7.68-9.95C81.4,58.5,78.74,66.88,62.35,68.85c-12.38,1.03-8.53,18.14,7.09,17.97 c0,0,4.19,0.18,5.76-0.63c-7.74,4.03-10.78,13.35-8.78,26.49c0.8,1.83,1.33-18.57,12.43-24c0.37-0.18,0.88-0.32,2.33,1.27 c1.68,1.84,4.07,2.71,4.91,2.79c0.74,0.08,0.47-0.69,0.31-0.85c-1.96-1.92-6.43-8.15-6.87-8.93c-0.48-0.87-1.96-1.44-3.16-1.1 c-17.12,4.87-17.82-5.92-17.15-7.45c0.67-1.53,1.91-1.6,3.58-1.8c7.81-0.93,12.37-2.92,15.17-4.03c5.39-2.77,12.24,3.41,17.38,10.5 c1.42,1.89,3.22,4.65,4.08,11.99c0.47,4.03-0.53,11.39-4.95,18.43c-2.36,3.77-8.91,9.12-20.52,11.12 c-11.12,1.92-20.37-0.83-29.65-5.32c-0.5-0.24-1.36-0.41-0.74,0.12s9.53,9.89,29.45,8.41c11.34-0.84,19.39-5.09,25.24-13.23 c1.54-2.15,6.51-9.94,6.51-25.64C104.78,78.09,104.14,36.29,102.96,14.95z" style="fill:#EDA600;"/>
<path d="M58.17,79.38c-0.93-1.02-1.32-2.1-1.42-3.11c-1.08-0.72-1.99-2.05-2.98-4.17 c-1.67-3.62-6.64-18.53-6.64-18.53S46.1,56,46.62,60.83c0.33,3.05,1.43,9.04,3.29,13.06c1.6,3.47,4.09,7.34,9.28,7.34 c0.33,0,0.68-0.03,1.03-0.06C59.47,80.64,58.77,80.04,58.17,79.38z" style="fill:#EDA600;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small brass key resting on a velvet cloth. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f9f8" d="M0 0h96v37l-4 10-3-7-7-4-11 3q-4-3-4-6V20q-6 0-1-2l-5-2q-3 1-3 4l-12-8-7 4 1 3q-4 6-3 14 6 8 5 18l-2 3q-8-6-17-7l-4-5h-4v-6l-3-5 2-1-4-5-2 1-1-4-5-1-2-11z"/><path fill="#f6f5f3" d="m0 10 2 11 5 1 1 4 2-1 4 5-2 1 3 5v6h4l4 5q9 1 17 7l2-3q1-10-5-18-1-8 3-14l-1-3 7-4 12 8q0-3 3-4l5 2q-5 2 1 2v13q0 3 4 6l11-3 7 4 3 7 4-10v17l-28-1q-6 0-9 5h-3q-4-3 0-4l-1-1q-3-2-4-1-2-6-1-12-1-9 5-12 1-6-2-8-13-6-11 8l3 2 2 8q-2 11-1 23-5-5-10-5l-13-1q-3-2-4-1-10-4-19-3z"/><path fill="#dfca8c" d="M53 20v8h-2q2-6-2-8-4-3-6 2-2 2 1 5l5 1v2h-4l-3-2q-2-14 11-8"/><path fill="#f3f5f3" d="M49 20q4 2 2 8h-2l-5-1q-1-6 5-7"/><path fill="#4e4939" d="M49 20q-6 1-5 7-3-3-1-5 2-5 6-2"/><path fill="#756552" d="M53 20q3 2 2 8-6 3-5 12l-2-9 1-1v-2h4z"/><path fill="#c1a66b" d="m49 30-1 1 2 9q-1 6 1 12-3 2 1 5-2 0-2 3-2 0-1 3-3 0-3-2-1-12 1-23l-2-8z"/><path fill="#5d3e3d" d="M96 54v2l-30-1q-5 2-4 6h-1q-2-1-2-3 3-5 9-5z"/><path fill="#e6bc5d" d="M51 52q1-1 4 1l-4 7h-1q0-3 2-3-4-3-1-5"/><path fill="#0d0606" d="M96 56v9q-5 0-8 2l-26-6q-1-4 4-6z"/><path fill="#110707" d="m23 55 13 1 8 9 4 10-5-2q-6-3-8-9h-3l-11-9z"/><path fill="#090303" d="M0 64V54l5-1 8 12-4 4q-4-4-9-5"/><path fill="#796045" d="M55 53q-4 1 0 4-4-1-1 2h-4z"/><path fill="#331b1d" d="M0 51q9-1 19 3-1 2 1 3l7 5-1 3-1-4q-4-2-7-1v6q-6 0-7 6L0 69v-5q5 1 9 5l4-4-8-12-5 1z"/><path fill="#532c2c" d="M36 56q5 0 10 5 0 2 3 2-1-3 1-3h5q-3-3 1-2h3q0 2 2 3-4 0 0 2 9 3 19 3l4 2-4 3q-3-3-8-2l-12 2q-9-4-12 4l-4-10z"/><path fill="#1a0c0d" d="m26 65-4 17-3-4-8-7q1-6 7-6v-6q3-1 7 1z"/><path fill="#311a1d" d="M32 64h3q2 6 8 9l5 2q-4 2-7-1t-6 0q0-6-3-10"/><path fill="#875455" d="m0 69 11 3 8 7-9-6-5 1q-2-3-5-2z"/><path fill="#5e3336" d="M27 62q6 3 6 12h-4l9 3 8 1-1 3-9-3-5 8-1-6-3-4q-2 1 0 4l-2 2q-1-9 1-16v-1z"/><path fill="#190809" d="M96 69v9q-9 1-11 10-6 3-9 8h-8q6-16 20-26 3-2 8-1"/><path fill="#7e4f52" d="M19 54q1-1 4 1h-2l11 9q3 4 3 10 3-3 6 0-6-1-3 3l-9-3h4q0-9-6-12l-7-5q-2-1-1-3"/><path fill="#1b0a0a" d="M0 72q3-1 5 2l-3 9-2-1z"/><path fill="#a16b6d" d="m61 61 26 6q3-2 8-2v2q-14 2-24 12l-9 17h-2q1-5 4-8l8-13q8-5-1-5l-12 3-8-1-9 15-2 9h-2l5-13 1-2 1-3-8-1q-3-4 3-3 3 3 7 1 3-8 12-4l12-2q5-1 8 2l4-3-4-2q-10 0-19-3-4-2 0-2"/><path fill="#0f0505" d="m73 75-8 13-10 2-3-15q10 2 20-3h2q-2 2-1 3"/><path fill="#291414" d="m23 85-1 2q-7-4-15-3l-3 3q2-6 7-9l2 3z"/><path fill="#0d0304" d="m22 87-6 4q-3-1-6 1l-7-4 1-1 3-3q8-1 15 3"/><path fill="#7d4c4e" d="M31 86q-4 1-6 4l-9 2v-1l6-4 1-2q0-3 2-3l2-2q-2-3 0-4l3 4z"/><path fill="#1e0c0e" d="m45 81-1 2-5-1-2 10-7-2v-1l1-3 5-8z"/><path fill="#5b3133" d="M73 75q-1-1 1-3h-2q-10 5-20 3l3 15v6H41l2-9 9-15 8 1 12-3q9 0 1 5"/><path fill="#391d1f" d="M96 78v5q-8 4-10 13H76q3-5 9-8 2-9 11-10"/><path fill="#86565a" d="M96 83v2q-6 5-9 11h-1q2-9 10-13"/><path fill="#522e2f" d="M96 67v2q-5-1-8 1-14 10-20 26h-5l9-17q10-10 24-12"/><path fill="#371b1d" d="m44 83-5 13H13l3-4 9-2q2-3 6-4l-1 3-6 4q5 2 6-3l7 2 2-10z"/><path fill="#885a5d" d="M30 89q-1 5-6 3z"/><path fill="#34181c" d="M65 88q-3 3-4 8h-6v-6z"/><path fill="#552e2f" d="M26 66q-2 7-1 16-2 0-2 3l-10-4-2-3q-5 3-7 9l-1 1 7 4q3-2 6-1v1q-4 0-5 4H0V82l2 1 3-9 5-1 9 6 3 4z"/><path fill="#b58382" d="m16 92-3 4h-2q1-4 5-4"/><path fill="#522f31" d="M96 85v11h-9q3-6 9-11"/></svg> | |
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",
"path": "emoji_u1f468_1f3fc_200d_2764_200d_1f468_1f3fd.png"
} | Generate code for a svg of a couple with heart: man, man, medium-light skin tone, medium skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="30.7366" x2="30.7366" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#006C7D"/>
<stop offset="1" style="stop-color:#007689"/>
</linearGradient>
<path d="M34.5,111.11h-3.76h-3.76C18.28,110.45,5.41,114.36,2.5,124h28.23h28.23 C56.07,114.36,43.19,110.45,34.5,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_1_" d="M30.5,117.83L30.5,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54H37.3v4.54 C37.3,114.79,34.25,117.83,30.5,117.83z" style="fill:#C48E6A;"/>
<g id="face_1_">
<g id="ears_1_">
<path d="M53.36,84.31l-5.18-0.64l-28.03-3.44l-5.18-0.64c-4.14-0.51-7.97,2.68-8.51,7.09 s2.4,8.43,6.54,8.94l5.18,0.64l28.03,3.44l5.18,0.64c4.14,0.51,7.97-2.68,8.51-7.09S57.5,84.81,53.36,84.31z" style="fill:#C48E6A;"/>
</g>
<g id="head_1_">
<path d="M37.09,53.6L37.09,53.6L37.09,53.6C24.87,52.1,11.95,63.78,9.64,82.58 c-2.3,18.71,8.23,29.39,20.11,30.85s24.68-6.36,26.97-25.07C59.03,69.56,49.31,55.1,37.09,53.6z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_1_">
<path d="M16.21,79.83c2.62-2.89,7.89-2.36,10.19,0.67c0.4,0.52,0.81,1.19,0.38,1.83 c-0.47,0.71-1.23,0.49-1.84,0.15c-1.62-0.9-3.34-1.42-5.22-1.27c-0.81,0.06-1.53,0.31-2.32,0.48 C16.33,81.91,15.43,80.73,16.21,79.83z" style="fill:#AB872F;"/>
<path d="M48.62,85.53c-1.48-0.87-3.02-1.46-4.77-1.48c-0.8-0.01-1.59,0.1-2.36,0.3 c-0.61,0.16-1.28,0.46-1.83-0.03c-1.57-1.39,1.71-2.95,2.66-3.23c2.04-0.6,4.34-0.24,6.1,0.97c0.7,0.48,1.44,1.14,1.79,1.93 C50.63,84.98,49.65,86.1,48.62,85.53z" style="fill:#AB872F;"/>
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<g id="eyes_1_">
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<ellipse cx="44.16" cy="89.03" rx="3.61" ry="3.49" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -49.5811 122.0129)"/>
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<path id="nose_1_" d="M34.4,94.42c-0.07-0.04-0.14-0.07-0.22-0.09l-4.97-0.61c-0.08,0-0.16,0.01-0.23,0.03 c-0.47,0.13-0.78,0.56-0.63,1.09c0.15,0.52,0.97,2.04,2.96,2.28c1.99,0.24,3.15-1.03,3.43-1.5C35.02,95.15,34.83,94.66,34.4,94.42 z" style="fill:#C48E6A;"/>
<path id="mouth_1_" d="M36.9,100.49c-2.4,1.06-9.73,0.16-11.81-1.45c-1.19-0.92-2.65,0.09-2.26,1.32 c0.38,1.21,4.06,4.36,7.52,4.79s7.74-1.75,8.4-2.84C39.43,101.21,38.28,99.88,36.9,100.49z" style="fill:#6D4C41;"/>
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<path id="hair_2_" d="M38.17,49.36L38.17,49.36c0,0-0.01,0-0.01,0c0,0-0.01,0-0.01,0l0,0 C6.22,45.61,8.28,82.86,8.28,82.86s0.97,3.93,1.42,5.67c0.06,0.25,0.41,0.27,0.5,0.02c1.06-2.96,3.87-13.71,5.51-16.84 c0.97-1.85,3.11-2.72,5.1-2.11c4.96,1.53,13.55,2.95,13.57,2.95c5.5,0.67,11.53,0.83,14.72,0.64c2.08-0.12,3.95,1.25,4.44,3.28 c0.83,3.42,1.94,14.47,2.25,17.64c0.03,0.26,0.37,0.33,0.49,0.1l2.76-5.13C59.05,89.09,70.06,53.45,38.17,49.36z" style="fill:#AB872F;"/>
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<path id="hairHighlights" d="M59.05,89.09c0,0,11.01-35.64-20.88-39.73l0,0 c0,0-0.01,0-0.01,0l0,0c0,0-0.01,0-0.01,0l0,0c-0.5-0.06-0.98-0.11-1.46-0.15c-0.96-0.08-1.88-0.12-2.78-0.12 c-0.01,0-0.02,0-0.03,0c-0.06,0-0.12,0-0.19,0C6.42,49.18,8.28,82.86,8.28,82.86l1.43,5.65c0.06,0.25,0.41,0.27,0.5,0.03 c1.07-2.99,3.87-13.7,5.5-16.82c0.97-1.85,3.11-2.73,5.1-2.11c3.06,0.95,7.95,2.26,13.45,2.94c0.02,0,1,0.24,1.02,0.25 c0.02,0,0.04,0.01,0.06,0.01c5.5,0.67,10.56,0.58,13.76,0.4c2.08-0.12,3.95,1.25,4.44,3.28c0.83,3.44,1.95,14.57,2.26,17.68 c0.02,0.26,0.36,0.32,0.49,0.1C57.15,92.69,59.05,89.09,59.05,89.09z" style="fill:url(#hairHighlights_2_);"/>
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</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
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<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
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<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
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<g>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="97.2363" x2="97.2363" y1="123.5179" y2="110.8654">
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<path d="M101,111.11h-3.76h-3.76C84.78,110.45,71.91,114.36,69,124h28.23h28.23 C122.57,114.36,109.69,110.45,101,111.11z" style="fill:url(#SVGID_2_);"/>
<path id="neck" d="M97,117.83L97,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C103.8,114.79,100.75,117.83,97,117.83z" style="fill:#99674F;"/>
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<g id="ears_152_">
<path d="M112,79.66l-5.18,0.64l-28.03,3.44l-5.18,0.64c-4.14,0.51-7.08,4.53-6.54,8.94 c0.54,4.41,4.37,7.6,8.51,7.09l5.18-0.64l28.03-3.44l5.18-0.64c4.14-0.51,7.08-4.53,6.54-8.94 C119.97,82.35,116.14,79.16,112,79.66z" style="fill:#99674F;"/>
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<g id="head_344_">
<path d="M89.33,53.67L89.33,53.67L89.33,53.67c-12.22,1.5-21.94,15.96-19.63,34.77 c2.3,18.71,15.09,26.52,26.97,25.07c11.88-1.46,22.4-12.14,20.11-30.85C114.47,63.85,101.55,52.17,89.33,53.67z" style="fill:#BA8D68;"/>
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<g id="eyebrows_174_">
<path d="M74.86,84.31c1.85-3.44,7.08-4.19,10.05-1.82c0.51,0.41,1.07,0.96,0.81,1.68 c-0.29,0.8-1.08,0.77-1.75,0.59c-1.79-0.48-3.59-0.57-5.38,0.03c-0.77,0.26-1.41,0.67-2.13,1.03 C75.49,86.3,74.33,85.37,74.86,84.31z" style="fill:#613E31;"/>
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<g id="eyes_171_">
<ellipse cx="80.86" cy="89.34" rx="3.49" ry="3.61" style="fill:#49362E;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.2849 10.5202)"/>
<ellipse cx="104.22" cy="86.47" rx="3.49" ry="3.61" style="fill:#49362E;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.7613 13.3453)"/>
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<path id="nose_173_" d="M96.04,94.06c-0.08-0.02-0.16-0.03-0.23-0.03l-4.97,0.61 c-0.07,0.02-0.15,0.05-0.22,0.09c-0.43,0.24-0.62,0.73-0.34,1.21c0.27,0.47,1.43,1.74,3.43,1.5c1.99-0.24,2.81-1.76,2.96-2.28 C96.82,94.63,96.52,94.19,96.04,94.06z" style="fill:#99674F;"/>
<path id="mouth_99_" d="M99.94,99.35c-2.07,1.61-9.41,2.51-11.81,1.45c-1.38-0.61-2.55,0.72-1.87,1.83 c0.66,1.08,4.99,3.25,8.45,2.83c3.46-0.42,7.08-3.57,7.47-4.78C102.57,99.44,101.13,98.43,99.94,99.35z" style="fill:#5D4037;"/>
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<g id="hair">
<path id="hair_588_" d="M88.81,49.43L88.81,49.43c0,0-0.01,0-0.01,0c0,0-0.01,0-0.01,0l0,0 C56.9,53.53,67.91,89.17,67.91,89.17s1.89,3.58,2.75,5.16c0.12,0.23,0.47,0.16,0.49-0.1c0.31-3.13,0.44-14.24,1.27-17.67 c0.49-2.03,2.36-3.39,4.44-3.28c5.19,0.28,13.86-0.41,13.88-0.42c5.5-0.67,11.38-1.99,14.44-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.63,3.12,5.39,13.57,6.46,16.57c0.09,0.25,0.44,0.23,0.5-0.03l1.43-5.64C118.68,82.93,120.74,45.69,88.81,49.43z" style="fill:#543930;"/>
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<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
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<path id="hairHighlights_1_" d="M118.68,82.93c0,0,2.06-37.25-29.87-33.5l0,0 c0,0-0.01,0-0.01,0l0,0c0,0-0.01,0-0.01,0l0,0c-0.5,0.06-0.98,0.13-1.46,0.21c-0.95,0.16-1.85,0.34-2.72,0.56 c-0.01,0-0.02,0-0.03,0.01c-0.06,0.02-0.12,0.03-0.18,0.05c-26.45,6.68-16.49,38.91-16.49,38.91l2.75,5.13 c0.12,0.23,0.46,0.16,0.49-0.1c0.31-3.16,0.44-14.22,1.27-17.65c0.49-2.03,2.36-3.4,4.44-3.28c3.2,0.18,8.26,0.27,13.76-0.4 c0.02,0,1.03-0.01,1.05-0.01c0.02,0,0.04,0,0.06-0.01c5.5-0.67,10.39-1.99,13.45-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.64,3.14,5.42,13.66,6.47,16.61c0.09,0.24,0.43,0.23,0.5-0.02C117.7,86.88,118.68,82.93,118.68,82.93z" style="fill:url(#hairHighlights_3_);"/>
</g>
</g>
</svg> | |
{
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} | Generate code for a svg of a giant black feathers scattered across the moonlit field. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#1e2b38" d="M0 0h96v46l-3-22-3 5 2 2q-3 4 0 7l-2 1 3 2q-3 1-3 5-8 2-2-4l-3-3 3-6-6-12-9-7 1-1-7-6H57l-4 2Q42 3 30 9l-3-1-4 5-1-1-6 4-1-4q3-2-1-2l-1 3h-2q-3-2 0-2L9 9l1-1Q8 8 7 6l-1 5v11l2 3q-3 2-4 6l-1-4-1 11-2 4z"/><path fill="#1f2b39" d="M96 46v9l-18 1q-1 4 4 2 11 3 0 3l-8 4-2-1q11-11-3-6l2 2q-3 1-4-2h-6l3-6v-3q-7 3-12 11l-2-2q3-2 1-4l2-2q3-10-7-9l-2 3-2 4-1-4v12l-9-9v4l6 4q-3 0-3 2l-2-2H15q-7-2-15-1V42l2-4 1-11 1 4q1-4 4-6l-2-3V11l1-5q1 2 3 2L9 9l2 2q-3 0 0 2h2l1-3q4 0 1 2l1 4 6-4 1 1 4-5 3 1q12-6 23 0l4-2h10l7 6-1 1 9 7 6 12-3 6 3 3q-6 6 2 4 0-4 3-5l-3-2 2-1q-3-3 0-7l-2-2 3-5z"/><path fill="#e8e0c8" d="M51 54q-9-1-7-8l2-3q10-1 7 9z"/><path fill="#0f101c" d="m61 58-5 4h-5l1-2q5-8 12-11v3z"/><path fill="#37424c" d="M44 46q-2 7 7 8 2 2-1 4l2 2-1 2q-2-3-2 0l-8-4V46l1 4z"/><path fill="#6c7c7e" d="M15 57h18l2 2q2 0 2 2h-5l-7 4h-2v-3l7-1q-3-5-6-2v2l-6-3q-2 0-1 2z"/><path fill="#111321" d="m41 58 8 4q-1 2 1 4l-11 1-2-1q9-3 0-5 0-2-2-2 0-2 3-2l-6-4v-4z"/><path fill="#121525" d="m23 62-6-2q-1-2 1-2l6 3v-2q3-3 6 2z"/><path fill="#556268" d="M61 58h2l-2 1 3 2q-3 2 0 3l-1 1q-2-1-1-3h-6z"/><path fill="#121524" d="M23 65h2v4q-5 0-8 5-4 0-6-3l5-4-9-4q6-4 11 4z"/><path fill="#8d9f9e" d="M96 55v32l-2 2q-1-2-3-2-9 1 0 4l-4 2q-3-3-6 0l-2-2q-1 3-4 3l2-5h5q-4-3-9-2l-2-1 1-1q-6-6-13-4l-2 1-7-6v4l-2-4v-3l-3 2-6-2 2-2-7-2-2 1 3 8q-6 3-10 8l-3 1q-3-1 0-3-4-2 0-4l-1-1-2-2-4-2 2-1q3-5 8-5v-4l7-4h5q9 2 0 5l2 1 11-1q-2-2-1-4 0-3 2 0h11q-1 2 1 3l1-1q-3-1 0-3l-3-2 2-1h4q1 3 4 2l-2-2q14-5 3 6l2 1 8-4q11 0 0-3-5 2-4-2z"/><path fill="#414a52" d="M26 70q1-1 4 1h-6z"/><path fill="#212533" d="M55 68h7l-1 3-7-2z"/><path fill="#383f47" d="m92 65 3 2q-3 1-3-2"/><path fill="#191c2b" d="M68 66q2-1 5 1l-4 2q-6-1-1-3"/><path fill="#515e65" d="M54 66q3-3 7-1-4 2-7 1"/><path fill="#404a54" d="M64 73q5-2 12-1v2h-6q-3-2-6-1"/><path fill="#151927" d="M64 73q3-1 6 1l-4 3q-4-2-6 2-3-6 4-6"/><path fill="#212531" d="M76 74v-2l5-1-2 2 7 2q-4 3-9 1 2-3-1-2"/><path fill="#181e30" d="m19 77 2 2q-4-1-5 2l1 1h-5l2-5z"/><path fill="#1a1d2b" d="M69 78q2-1 5 1-5 3-8 0z"/><path fill="#141726" d="M78 79q21 0-1 5l-4-1q1-3 5-4"/><path fill="#131525" d="M59 81q7-2 13 4l-1 1-6-1-5-2z"/><path fill="#141729" d="m57 82 2 2-1 1-4-1-2-1-2-3v-4z"/><path fill="#545f67" d="m59 81 1 2 5 2h-7l1-1-2-2z"/><path fill="#85999b" d="M0 56q8-1 15 1l2 3 6 2v3l-5 2q-5-8-11-4l9 4-5 4q2 3 6 3l-2 1 4 2h-5l-2 5h5l-1-1q1-3 5-2l1 1q-4 2 0 4-3 2 0 3l-4 2-6-2-5 1-1 3 5 5H0z"/><path fill="#222736" d="m5 78 5 6q-6-1-5-6"/><path fill="#667075" d="m52 83 2 1h-3q-2 3-1 9-4-6 2-10"/><path fill="#101323" d="M48 76h-4q-6 7-12 10h8q-1 1 2 4l-2 2q-4-3-6 2-5 0-8 2H11l-5-5 1-3 5-1 6 2 4-2 3-1q4-5 10-8l-3-8 2-1 7 2-2 2 6 2 3-2z"/><path fill="#5b6065" d="m40 92-6 2q2-5 6-2"/><path fill="#98a9a7" d="m48 76 2 4 2 3q-6 4-2 10-1-6 1-9h3l4 1h7l6 1 2 1-6 1-4-1-2 3 11 2-2-1q2-3 7-2l-2 5q3 0 4-3l2 2q3-3 6 0l4-2 4-1-1-1 2-2v9H32l2-2 6-2 2-2q-3-3-2-4h-8q6-3 12-10z"/><path fill="#1e2234" d="m67 88 3 3 2 1-11-2 2-3z"/><path fill="#191c2c" d="m94 89 1 1-4 1q-9-3 0-4 2 0 3 2"/><path fill="#495159" d="M73 87q5-1 9 2h-5q-5-1-7 2l-3-3z"/><path fill="#4e565f" d="m34 94-2 2h-6q3-2 8-2"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a love note resting beside a glass of wine. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4eedd" d="M0 0h96v96h-4q-1-7-6-12-14 0-26 6l-8-14q-7 3-13 1-19-9-39-7z"/><path fill="#a3151b" d="m50 40-2 3q-6 2-12 1l-5-3q9-4 19-1"/><path fill="#44091b" d="M50 40q2 3-1 7-13 11-18-6l5 3q6 1 12-1z"/><path fill="#f73536" d="M67 71q2-1 3 2-6 11-8-1z"/><path fill="#f04933" d="M0 70q20-2 39 7 6 2 13-1l8 14q12-6 26-6 5 5 6 12H0z"/></svg> | |
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} | Generate code for a svg of a a close up of a pie chart with a number of items in it | <svg xmlns="http://www.w3.org/2000/svg" width="500" height="420" version="1.0" id="ezcGraph"><defs/><g id="ezcGraphChart" color-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="optimizeLegibility"><path d=" M 0.0000,420.0000 L 0.0000,0.0000 L 500.0000,0.0000 L 500.0000,420.0000 L 0.0000,420.0000 z " style="fill: #eeeeec; fill-opacity: 1.00; stroke: none;" id="ezcGraphPolygon_1"/><path d=" M 0.0000,42.0000 L 0.0000,0.0000 L 500.0000,0.0000 L 500.0000,42.0000 L 0.0000,42.0000 z " style="fill: #000000; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_2"/><path d="M 247.17,243.18 L 359.67,243.18 A 112.50,112.50 0 1,1 146.21,193.54 z" style="fill: #3465a4; fill-opacity: 1.00; stroke: none; cursor: pointer;" id="ezcGraphCircleSector_4" onclick="top.location = 'http://127.0.0.1/linux-hardware.org/index.php?view=computers&type=notebook&f=fingerprint_vendor&v=Validity+Sensors&p=0&r=zorin-15'"/><path d="M 247.05,243.68 L 359.17,243.68 A 112.00,112.00 0 1,1 146.44,194.21 z" style="fill: none; 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I draw a thick blanket of snow, a vast expanse of white, reflecting the sky in a dramatic, almost ethereal way. The snow is a swirling, almost ethereal, texture, with subtle variations in color and density. The overall composition is a blend of smooth, flowing lines and sharp, defined shapes, creating a sense of depth and movement. The snow is not just a solid surface, but a dynamic, almost sculptural element, contributing to the overall sense of vastness and grandeur. | {
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} | Generate code for a svg of a a thick blanket of snow covering the ground. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8fbfc" d="M0 0h96v6L80 4 63 6 15 4Q7 4 1 8L0 7z"/><path fill="#fbfdfe" d="M96 6v40q-3 1-3 4-9 0-15 3l-9 12-5 1-2 5 2 1 32-2v26H67v-4q1 2 2-1l-2-13q-4-6-10-3l-13 2q-7-3-6-10a29 29 0 00-18 3q-2-1-2 1l-8 4-10 2V7l1 1q6-4 14-4a385 385 0 0065 0z"/><path fill="#f0f4f7" d="M96 53v15l-22 1-1-1 4-1q-7 0-4-5h9q-3-2-6-1 8-8 18-5 0-3 2-3"/><path fill="#e3e9ed" d="M76 61q3-1 6 1h-9q0-2 3-1"/><path fill="#f0f3f5" d="M25 68q6-3 13-1-1 7 6 10h-3l-4-3-2-2z"/><path fill="#f5f8fa" d="M96 46v7q-2 0-2 3-10-3-18 5-3-1-3 1-3 5 4 5l-4 1 1 1 22-1v2l-32 2-2-1 2-5 5-1 9-12q6-3 15-3 0-3 3-4"/><path fill="#d9e0e5" d="m37 74 4 3 11 1-3 1 1 1q-4 2-4 6l-8 5-6-11 2-2q-7-3-1-5z"/><path fill="#cad2d9" d="M18 71q2-1 5 1-7 11-18 8l5-5z"/><path fill="#e7ecef" d="M57 75q12 1 5 11v3q-4-7-6 3h-4q-3 1-3 4H37q2-4 7-5l2-5q0-4 4-6l-1-1 3-1-11-1h3z"/><path fill="#d3dbe1" d="M18 71q0-2 2-1 8-1 3 6l-9 11q-4 3-5 0 2-3-1-3H0v-7l10-2-5 5q11 3 18-8-3-2-5-1"/><path fill="#e5eaee" d="M32 96H0v-2h12q1-3 4-3 0-7 7-9l3 2v5h2v4z"/><path fill="#e0e7eb" d="m25 68 10 4 2 2-4-1q-6 2 1 5l-2 2 6 11 8-5-2 5q-5 1-7 5h-5l-4-3v-4h-2v-5l-3-2q-7 2-7 9-3 0-4 3H0V84h8q3 0 1 3 1 3 5 0l9-11q5-7-3-6 2-2 5-2"/><path fill="#eef2f4" d="M57 75q6-3 10 3l2 13q-1 3-2 1v4H49q0-3 3-4h4q2-10 6-3v-3q7-10-5-11"/></svg> |
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} | Generate code for a svg of a black and white vectorized image of a man speaking into a microphone, possibly on a television or computer screen, accompanied by a microphone and speaker icon. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a a delicate white feather resting on a log. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5f0e3" d="M0 0h96v96H0z"/><path fill="#f3f1ea" d="m73 51-5 3-6 1-3-1 2-4-6 6h-1l-1-2h-1l-4-6v-5h3l1-4q3 8 2 0 2-3 3-1l1-5h4l2-7 3 7 3 1q-2-4-1-7l2 3 1-1q-4-8 4-11 1 3 2 0l3 7-4 3q3 2 0 3l2 1v8l-3 3 1 2q-3 2-4 6"/><path fill="#b3ada4" d="M70 34h2l-6 10z"/><path fill="#b8a998" d="m62 55-7 1 6-6-2 4z"/><path fill="#90673f" d="M52 54q-7 3-12 8-1 2-3-1l-20-1q2-5 8-6z"/><path fill="#664c37" d="M86 53q2 6 1 14l-1 1V58l-10-2h9q-1-3 1-3"/><path fill="#d2c6b0" d="m53 54 1 2-13 6q5-5 12-8"/><path fill="#7b5633" d="M68 54h4v3q-12-1-22 2l14 2H54l-6 1 15 3H50q-6-1-11 2-9-1-1-4l-5-1q-7 0-12 4l-3 1v-7l20 1q2 3 3 1l13-6h1l7-1z"/><path fill="#986d42" d="m73 51 13 2q-2 0-1 3h-9l10 2v10l-1 1q-6-3-12-2l-46 2q-2-1-1-3h-5q5-4 12-4l5 1q-8 3 1 4 5-3 11-2h13l-15-3 6-1h10l-14-2q10-3 22-2v-3h-4z"/><path fill="#5e3d27" d="M75 61q9 0-1 2H63z"/><path fill="#462d1f" d="M21 66h5q-1 2 1 3l-7 1q-3-1-2-3z"/><path fill="#6c4930" d="M85 69H55z"/><path fill="#9a7551" d="M85 69v3l-30-3z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a man cartwheeling:My primary focus is on capturing the essence of a man's form and movement, emphasizing the interplay of his body and the surrounding environment. I aim to create a dynamic and expressive image that conveys his personality and the overall feeling of his journey. The key elements are:* **Body Shape:** A dynamic and graceful figure, with a defined waist, hips, and a defined torso.* **Movement:** A smooth, flowing motion, with a slight curvature and a sense of fluidity.* **Environment:** A realistic and evocative environment, with elements like light and shadows, and a sense of movement and movement.* **Details:** Subtle details like wrinkles, pores, and the texture of the skin to enhance the realism and depth of the image.Ultimately, my goal is to create a visually compelling and emotionally resonant image that captures the essence of a man's journey and his unique personality. | {
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",
"path": "emoji_u1f9dd_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman elf: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hair_x5F_white_1_">
<radialGradient id="SVGID_1_" cx="64.1129" cy="114.2229" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="32.8393">
<stop offset="0" style="stop-color:#FFFFFF"/>
<stop offset="0.4363" style="stop-color:#F8F8F8"/>
<stop offset="0.9953" style="stop-color:#E8E8E8"/>
</radialGradient>
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} | Generate code for a svg of a a stone birdbath surrounded by ferns. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfc" d="M0 0h96v96H0z"/><path fill="#d6dfd7" d="M11 42q3 0 3 5 3-4 7-4l-4 4v4h-4q3 1 2 5l-4-5z"/><path fill="#cdccbc" d="m64 56-27-1-6-2q0-5 5-6h22l6 3q-6 3 1 5z"/><path fill="#bec9c4" d="m72 60-2 2q-2-3-5-2l-1-1q3 0 2-2l2-3q-5-6 1-2 1-6 4-1z"/><path fill="#5a7878" d="m64 56-1 1-2-1-9 3q-3-1 0-2l-8-1z"/><path fill="#cad5cf" d="M30 59q-4 2-6-1l-1 4-3-4q-2-9 4-2l1-8q4 4 5 11"/><path fill="#a3b2ac" d="M81 63q-3-3 0-6l2-3q0-3 2 0-3 2 0 3-4 1 0 2-4 1-4 4"/><path fill="#365c61" d="m31 53 6 2 7 1 8 1q-3 1 0 2l9-3 2 1q-5 1-8 5H41l-4-3-2-1q-4-2-4-5"/><path fill="#6c9389" d="m20 58 3 4 1-4q2 3 6 1 3 2 5-1l2 1-2 3-4-1-4 2-2 4q-3-1 0-3l-2-1h-3l-2-3z"/><path fill="#dde3e1" d="m37 59 4 3v3l-2 1-4-4z"/><path fill="#a2afa3" d="M41 62h14l3 1q-8 6-17 2z"/><path fill="#1d4449" d="M81 57q-3 3 0 6-3 1-3 4v1q-3 1-4 4l-3-2q-3 3-6 2 4 0 4-4 3-6 7-7l1 1 2-5q1-3 2 0"/><path fill="#93aaa5" d="M81 63q5 0 0 2l1 1-4 1q0-3 3-4"/><path fill="#457170" d="m18 60 2 3q-2 0-2 2 4 4-1 7l-7-6 7-2-3-2q3-1 1-4 2-1 3 2"/><path fill="#4f7d6f" d="m35 62 4 4q-3 1-4 5l-1-1-3 4 3 1q-6 4-10 4l-2-2h3v-3l4-1q-9-3-6-10l2 1q-3 2 0 3l2-4 4-2z"/><path fill="#b2b9ad" d="M55 67v8l-3 2h-4l-2-9z"/><path fill="#284e51" d="M20 63h3q-3 7 6 10l-4 1v3h-3q-2 0-1 3-7-1-1-4l-3-4q5-3 1-7 0-2 2-2"/><path fill="#446f69" d="M76 61q-4 1-7 7l-6 1-6-3-2 1-9 1 2 9h4q-1 3 1 6 2-3 6-5l-3-1q3-1 7 2l2-1 3 3-7 3-1 3q-4-4-9-3-3 1-3 4-3-4-8-3l5-2-8-2-1-7-2-4 1 1q1-4 4-5l2-1q9 4 17-2 0-2 2 1l5-4q3-1 5 2l2-2 1 1q0-6 3 0"/><path fill="#587d79" d="M80 73q3-1 6 2h-4q-3 4-5 1z"/><path fill="#2f5754" d="M69 68q0 4-4 4 3 1 6-2l3 2q1-3 4-4h2l-4 3q3 1 0 2-5 0-7 4l2 2-1 1q-3-3-5-2l-2 1q-4-3-7-2l3 1q-4 2-6 5-2-3-1-6l3-2v-8l2-1 6 3z"/><path fill="#a8bfb8" d="M76 73q-3 2-5 6l-2-2q2-4 7-4"/><path fill="#587175" d="m11 76 4 2q-4 1-4-2"/><path fill="#22454a" d="m34 70 2 4 1 7 8 2-5 2q-5-3-8 0l-8-6q4 0 10-4l-3-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a beige pencil sharpener sitting next to a pile of books. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f3e9ce" d="M0 0h96v96H0z"/><path fill="#918880" d="m69 59-1-1q2-5-1-9 3 0 4 4z"/><path fill="#f3eddc" d="m68 58 2 2q-6 4-10 1-4-5-8-5l-1 1q3 6 10 11l-3 1q6 1 12-2-6-2-9-1 4-3 9-4l1 3q-6 0 0 1v5l-15 3q-3-5-4 1h-1q-7-9-9-18l3-8 10-1z"/><path fill="#ad9f94" d="M53 57q4 0 8 5z"/><path fill="#bca484" d="m83 61-3-1-6 3q2-4 6-4 2 0 3 2"/><path fill="#f8e7c1" d="m52 58 1-1 10 7q-2 2-1 3z"/><path fill="#484c57" d="m83 61 1 4q-6-1-9 4-3 0 0 3h-3v-1l2-8 6-3z"/><path fill="#c6beb1" d="m71 61 3 2-2 8v-4q-6-1 0-1l-1-3q-5 1-9 4-1-1 1-3l-2-2q4 3 10-1"/><path fill="#cbb69b" d="m84 65 4 2-5 4-8-2q3-5 9-4"/><path fill="#e9c993" d="M43 58q2 9 9 18l-12 3q1-3-1-5l-4-6q-2 0-1 2h-1q-1-4 2-6l7-1q-1-3 1-5"/><path fill="#bfb6a9" d="m52 58 10 9q3-1 9 1-6 3-12 2l3-1q-7-5-10-11"/><path fill="#7c7472" d="m75 69 8 2-7 1h-1q-3-3 0-3"/><path fill="#aa8f72" d="M39 74q-2 0-2 3l-3-7q-1-2 1-2z"/><path fill="#e2d2ba" d="M72 72h4l3 2-18 3-6-2q0 3-2 1 1-6 4-1z"/><path fill="#927f74" d="M79 74q3-1 7 1z"/><path fill="#716868" d="m33 70 3 7q0-3 2-3 2 2 1 5-6 1-7-4z"/><path fill="#ac9e93" d="M86 83h-4q5-2-1-2l-22 3-1-2 28-3z"/><path fill="#f6ead2" d="M82 83H67z"/><path fill="#cabeb2" d="M67 83h19l1 5H58q-1-3 1-4 3-2 8-1"/><path fill="#f0e7d5" d="M59 85h27l-19 2z"/><path fill="#5b505f" d="M57 78v3l1 2q-2 1-1 4h29l-30 1q-3-6 0-11"/><path fill="#948686" d="M87 88H57z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a receipt placed neatly beside a calculator. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#a8a99b" d="M70 35q-2 4-5 4l-13-2v-3q9-2 18 1"/><path fill="#2f2c2d" d="M70 35v5h-6l-10-1-2-2 13 2q3 0 5-4"/><path fill="#e8e6e6" d="M52 34v3l2 2 10 1 4 1q1 6-5 5-1-9-3 0 1 3-2 3v-4h-4v-3q-6 0-1 2-6 2-1 3-3 0-3 3h-4q-4-4-3 2H32V37q2-3 3-1 1-4 4-4h7z"/><path fill="#a3a2a6" d="M64 40h6v6q-4 3-4 8l-3 4-5-1-1-6-2 5v-3q-3-1-4 1v-1q9-3-2-3 0-3 3-3-5-1 1-3-5-2 1-2v3h4v4q3 0 2-3 2-9 3 0 6 1 5-5z"/><path fill="#dbcfd5" d="m70 46 1 4-2 11-6-3 3-4q0-5 4-8"/><path fill="#c0bcc0" d="M48 50q11 0 2 3v1q1-2 4-1v3l2-5 1 6q-9-3-15 0z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up black and white sign with no symbol:I'm drawn to create a close-up of a black and white sign with a no symbol. The design aims to capture the essence of the sign's form and the subtle details that define it. I'm interested in capturing the texture, the shape, and the overall feeling of the sign. The focus is on conveying the visual essence of the sign, rather than a literal representation. | {
"bytes": "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",
"path": "e2328a3492c08cd343d6fde138fa12cd74046e6e67eac531c360c2e52dce3e5a.png"
} | Generate code for a svg of a a close up of a black and white sign with a no symbol | <svg baseProfile="tiny" height="24px" id="Layer_1" version="1.2" viewBox="0 0 24 24" width="24px" xml:space="preserve" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><path d="M12,4c-4.411,0-8,3.589-8,8s3.589,8,8,8s8-3.589,8-8S16.411,4,12,4z M7,12c0-0.832,0.224-1.604,0.584-2.295l6.711,6.711 C13.604,16.776,12.832,17,12,17C9.243,17,7,14.757,7,12z M16.416,14.295L9.705,7.584C10.396,7.224,11.168,7,12,7 c2.757,0,5,2.243,5,5C17,12.832,16.776,13.604,16.416,14.295z"/></svg> |
{
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AGgz8udy/V/pLlcG/QwyS/RLw+msE/iRBH0MAgdcBsCMD9ROBSn5ADWoAODmwCyIBWDgICQAaAPx5ot9uJfgbJPtBJX9tol8dcn9dwA8FfVpTL8MQQH1kIJjXH0MNACYIWoQEBq7VlT7nmYIEPIQjPRIAtEHgl8f7uVU8fWob7y/PGCDEXvIPKfd7AP4kQJ9ij/RGDryvAcCMY/1gVaAuImAaEuBvh4oBlTL7uw4kQD5DgNserB6IBABtFfx3FOAvifcbgn9HFu83lPxjy/02wO/s7XsE/RpDADTE57A4zn79q/6ZfdH6iEAYNYABZP4hEtAlgHoB0hkC3PZlJOAOHP2RAIw6+Mvn90OS/TrEKt5PZcSgDq/fN/D78PZpgF7jqyxAg0IAzNN1/AC9X1UgOhEIqQYAQwKekwOxXgASgJEG/90F+BMj8O8Qh3h/YMnfl9cfBPgjgz516IQtDwEwh3OjkAEDVcCZCIRSA3TXZRA1wKJeQNeYBGByIBKAkQN/fbJfFfw7xCzZr1Ih0Jvkb+L11w38Om8/0rLA0kNp4r07xkwAm8q/0Vb+Y2APPioR8K4GaEhAl5gnB3bBJGCmUAKQBCABaD3wc6l/Lxj8ldP8BMl+IJLgGfx9yP2pAb9H0Pfu2bd9FoCpUuCLDKRMBEKoAa55AV1IciB4miAnATw5cB+iBBKANoO/PNPfFvw1tQB8xfspDeD122T1K8+pH/S9ePc4C8BeJQi+2A8zJwKmeQCuaoDJaoIDJIAY5AUUSkCX6GcIdBmEBHC7A0kAEgAE/46fTH8qShpskNefBPCbePkpFgNKOQTgMAPACxlIhQikpAZ0LUiAJBlwaJpgF0kAEoDRA38O+veDwL+jmebXoeDa/1QwQ8AN/AN7/TGB3zH2bw34GALwfw0IIQi62E9gIuCgBngLCWjAfWiGQJeoawV0tSQApwkiAWgN+Ivn+JuA/1BNf8FxnpP9nCR/S0LgDPwBvX0r0KexemQdXZgFPdzqPB9kwHZ/HUTARQ1wyQvoIglAAoCWBvh3qH2yn4vkX4fXbwP8MUE/WAiA1tO7nTx6Fub6hkl/wciALyIQKixgGxJQ5AVAZgggCUACgOAfA/wFyX9UluwXQ/JvG/CHAH0fJfsaHwLwWGLQgAwkQwRiqgE+QgKQGgBdpj6uiyQACQCCPxz8OxpQ7xhk+vuU/F29fmPgl92sZWv2AfreAJ+OVq+0ReAARYCsyYDxPgYCdi0R8JIboJkl4CM5sIskAAkAgn848BdUAXTO9HeR/F29/pqBHyzxO6sBtL7e19hZAMztnoBePUuECMRRAzzkBXQBMwS6KhIgIRJIApAAIPhLwF9S4IeKiEFq4B9a7rcFfl/ePq0B8FPsscGXAmbWHr+TKuB1UR8PYYHQJEBHDCrevjcSAJsiiCQACUDDwV82zz8k+PuM97tm+KcO/D5BH4sBuZMDFpEMpEgEvE0NFF+4PhJgXScASQASAAT/oX0u4F+n128q9xsCP7U8LxroYwggPTLAzD7OjggwLfDGUgOcSEAB6NKFhExIALxiIJIAJAAtAf+SF68Hf1oq/2sH/kPJfjHA38TrTwn4IaCfQDGgJKoA1FgEyIkM2KoC3pb5DaAG2IYEXEiAqmAQkgAkAAj+RFy21wT8Tar7hYz3a0A6mtdP4Zd2IRNOiOuhGFATOyi4Fr4vQuBKBnwTgRTVAF/JgUFJAHgBIW58AaF7EY2QAMQGf3Vtf0KG5/B3AoF/yGS/VL1+G+A3JgWWoO9QDIim1rsDhACYy7WtZwAwf6pASCKgUQOChQRcZwi4kABRsaAuE680KDZcOwAJQOLgLwL2WsDfYH6/4TavXn8s4KfQD/DYg3yAfctmAViRAus4vwEZqIUIGKgB3knA6pvkSEBX+UsjCXCwDj4CI1ODPwWAv2SFv0aBPxVcksrOpWKP2uSzZaeryAJ4Hx2WMSiAPOiOKR1HqXg1ZtD1qcHn1elGWN7vQPM2fK7mv5Hkt7ZoQ5RKOKQTqaVylQzS35zDelROrFXXMQx5Emi+k6i+ybDdX4Rk0ZAABPX+79eCfwcA/tJV/QKCv+1goTmPaoHbAPihVQttrqMDfs+gbwT4IUGeOvwLeQ+mhMA7GfBIBKAqjUmbpdRecXPu63FIgHJJc9kxCscMSUB7BMVUwX+31vPvEPk8/dIxVFfhT5Qz4AL+YA8Atk0v+UeW+8FSv2Fs3yAEQGP1trYWAjJZP8jTvH/pBsssf+ewADQ3wGdIwGaaoGs4oCT7M0ky4FCdAX21wCPZvxsnbj88g4iFBMAn+HPgv18L/qIqfx0N+Mtq+3caAP4hYv1NAf7QoI+FgODrBnma918LEQAX+lHnBqRPAtQLCAlJQNeqZPCB7N/NSALghiEANfjvAoO/amEe5ap+iYM/dQB/SmASpSn4gyVbC6lXs18r7ZtK6RgCsPo9yl0LHAIA7ROEhkyuqcoPgFxDeF0KJ+W2fVzR+ZzDAZBlzGUhA9m4KjYeBtiLyIUKgA/wV8/1J4ONdijmBWnkHaov71s3+BMI+Cfg9VPdjdt7+9RnL6It7LEs4vkQZcBDASAjRSCmGuAzJGA4TdBJCehWywaXQwGkUgNAXCdgVUnQTg+8d+L2w3sQxZAA2II/B/3Hs39TIPCXyP1JgL8jGdAmHEHkdSCYRwP+mKBPR7xnRp3z75kMhCQCTrkBTAnESZIA0doB3WFCoCwUhNMDvRuGAMT2eSX4q2R91XQWlbzVIfps17rAn3oGf2oA/qDsaUfZtvwIKVDehxxjGwKwBv/KRajDP18xAerhmVj+HgMhAmLRJkzbmCosYNKutduoY6jOZoxwDAdUE6Ql06GNx1O57cWZAagA2Hj/7hn/1WksOnWgfAy0o8YE/6Fj/En+xl6/KrjqkCxIXXpIlBAATbfHOpX4I5GKAAFVAZOiPUZeu6Ea4CEkULsSUC0b3AWUA+5qCgV1jZICeTLgtZgUiAoAFPx3g8AfmPRHbNlsHeAP9iAsE/18ef3Eg0dW8fappVpgXLTGpArQkFdOGlAISKYieHxGjkl/WlUA3JaoscplpAaAt1EHBS+wElAd04A1UAhUNdUrAf3KrWioAGjBn8tFj2vp0krSn6KilW6uf0dR6aou8Cca8HeV/L15/e4ev7W37z3uH9irT3E5YFO1wFM+AGEhFYEU1AB5XgAz8fxDKwHVcsBdeclg7fRA+OqBmBSIBEAJ/m5JfyvvgTMCRBUCawb/YMl+Jl6/soUmDvxQ7x5nAVigsMHnNI0IRCIBSu5VJwnQFQoaCgFgUqBPwxBAz/YTXdIfgchXgvyp6lz/yt+tBX+R5G+9BoAD+KsS+1zqAkCPqdYGNgF6YAIdjfzP5V7lXwBQ+9fHbyLZ5xQagKpT0LoBJiEBHcEEq3uGn+UaDpA5S4I81sFtmBSIBMCv93939rJTOzgBFvWhtrGrZMGf6sEfMFiIlgWADXSOmdcuwG8NQoLYvQ3YGwC8MYlwLAQEPs16BgDVEwJfBYCoBREgDm3WNDfAtF+LFhSC5PdYjyEWJEAJ8gYzA2TFg8TGVd77C7UXDQlADv4c+O9SD0irjYqGSFxJAfwhyUWWVcaMJH8qucnQwA/1GkGgbwH4JpgZq5qf5edoD3EhBLZkwEIVoDrFylW18k0CbJMDISpaMBLgUEWV0lLXw0qBLt18VMGfM8GnCbTSXzXWL0v66xD1yladBMGfAMDfYmCiIWL9piuzgT7TZj91Tgqkbe+ZzGKXUdIfs/ps5X6bHAFtzNw8N4B5m7pnMU0wZk6AqAiQpCLgUFLgQP5AJV8A8wFQAdDY/UrwV8b9RRJWGdgt4lQ25X1TAX9RyX2XWL/FuupWHr+Vtwj09CmRLkWg9Yp9gb/3YL+Hzzd5FmBlwI/Xr9puNXPFgdSC1hMA9U0PSkCoYkEE4OVrQ6yrH0jp4Lgt5X6su/fEXkXOFxKA1nv/d2Yvu/SDCzGI+xNB0p/BdD9pfwG6j3WCP2SgpDqvnwIH0wrwm1ZZs4r9UzXYAEFfj36egT0GgXC9pmozmAwAQwSORMA6LABt4xBia5WwF4gEKAYmo1LaYBKgSArsSN4Lm0tncs36zfsR/keQABSZoHdBBynqlPQnGcR0IGoJ7kHBH5jsZ17QxMLrjwX8EG+fEmHelxTIbFbDC7VSX2iVwRMhAJMBqCoQmgjYqlxUpwTaE3NhO3YlAVRFdgzHsSESIPoHzAcg+raydtNlO07sJXcjARg900v/woYYL+lP2ft9gz8Fgj8BkBaj8xy8/qDAD/D2FaBPTL1XX6qArUoQU0EwPceJDChUAY9EIIoaQAFgCuq3MUmAoTND4Y4XATteChWgM8ZJwF0v/PHGnUgARsf754xvBwT8iUncH/Ie2HmMkv58gD9xA3/jeL/oAq5ePwFeAwT8EUDfFWxjgHeIzzE93wcZULnr1LL9uKoB0g6qPldYLyBZEkDNz7eaci1WCiAkYM2GLTwh4P4Te8nITg0cGQJgNOUPLP0L9pNASX8pgL9gMDZPEvQ4R9p6ipYF8Msu47OGPRSAUzIvRYDcyADcszckAjZhAcg1TPqDri9Y1fmPSwKMpwcaFV0zdMIGhvsOGds4OaXFhRbbSEwDBJX6LS9WMVBgosRIO7pSwOU1AgzK/DYF/HXyp2ePR5nd76oEEEBsXzF+eu9dNMGe7Xs9ABbgeKb4U1val5l9LjO4B+NyvoZTBSElhLXT+QDrBzDHz1BNDwSXCxavBTCwcqDwmNLUwK58rYD5s8+R7uKFm7fuIdOoALTT7tKCfznuT6hZAkpZNRB5KxAwbTX4e8yAtkq8Anr8Epkf5GESYi9vj2oIwIc6oFIFqM6Lt1AEAGQr2EwYSP9IXQmAnuuUD0CM1Ni1my7nLyMZCmg9ASik/zvVAw2sUdHq4KArTwkBU6AX6gX8SV3gT8yynk0yn8EDNQD4TUEESgxsAb/tIQAbwgQkC2DypiMCJm2OAi5rEhJoCwkobaSm+QCQqdiQcVlBAjpj68ma9ZunyAiGAkZBAdgLHYSoyaITkCIUrhn/uvs2BX9aI/j79PqNYraOwO/DO/WwHkAQ7z12KWGfHj+QkDkTAet5/65qAAHH972QAOJIAizGKhAJIDpllqjXC6gqCESmAlzGcwLuHLVZAa0mACZZ/zrp33XaifekP+MB2RH8oclGluBv5PWDB2PPwO8T9IOGADyt+6eYBRM8BOB55T9zIuCgNpkkCOpIALCvutcOcRxgfCcFlhFKNC2bUPF7oYOmH6P5tMCxjZOELS3cjwSgHeCvl3RUQE8IKNuUShocfG36GHF/D+Bv1OEpgCBoBi8Tr18I/PoKisbA7xP0XYA+SgIAkG34CgH4IgPeiABVVtCzaa9GIQHRjQNItFcSEHtmgOxc48JsFQdANr5XLJ8WSNjUKBUIarMCcL9+UKEG0j+BqQMQQG0t+JsNWMS71w+rAucF+E09VKvaADB0lTZN13+gr2BADHyoA9TDbyYjAlLlzCAsAFADiE9C3XQSADnXIPmP2lRmXfnq+bRA/nrXqKwV0EoCkHn/u7OXnRDwJxDpXyI32Ur/bjJayuBv8J1dwV/osUUEfh9evhbsFWIVrRS7izQLQEUS9CfX4/U7twlVWCA0CdCF1JpIAmyOhZQKJu6zAsY2XlrMAycjEQpoXR0A42V+O/LFJKhsgYlOSYoyyfo3kf6bCP4G8X5vwE8oqFqh1WBk0lOMV2uk+sOa3Dur88lVB+kPhB3D3Pdp6wjIJvkbz/tXXA5SLwBwDnOew8/Uv6nJ9VyWD64uHVwsBcyqywKXlgNmgm3992zlvXjZ4OX5c2Rh9jjprFl3x+W/urAPFYBm2V3EaJlfMXukQzWqHUv9msb9AUASrX63L/CnnsGfGoC/S/13b0mBGu9+qE369d7rmAVQVQqkN+lT/ndYFwJUaje0GmAzsyZFJUD7WYb5AEP5WXRIHQCFAohaBVizfnOeFMi6S3vbXhugVQSgWOnvTvUAoqv1L9lPiFr6jxn313ZCan3toODvadCUxvpV0q4N8BPD84Cg7wz4TSwEpCUElmSAePxtjcIClGhrarSCBBg6H8bXss8HMAoFiJw5hRPBpwUy1p0kuhoySACSsr3wgYhKskX7bQhY7c+m4fvskG0Bf3CGtNrrh8d0Lb1E0H4J6NsAfhMLAVkSAisyYJsUCNiuJZGylTRDL6UdlQT4qU/iZSwUNQ/pOE4FqTWK2VsSFSCzVicEtoYAZN7/LgJM/KOSJSiV05pMpH9p/6FeyABVecaW16ZG5xhO8zMcDF28fu01vS0bXN0PAP2YYF9nCMCyCBCYDNioAo5EIIga4LK4VmwSYDIOWTotTqEA6KqtoiRuIlcB8r2dNa1NCGyTAgCr+Kfw7sENJpT07wL+lMKvTSwkSItBh9gsXyoFfw9ePzHcbuTtW4B+yGJAobx7H6v+AZ6Lkgy4TgW02A5SAzyEBMBFg2xIgFNbiJgPAPneslCAVv4nUuVXpgKw7vLOE3sVziUSgNq9fx6nmdIinGzOf9EYVIUkokv/PsGfqgecEOBvvXY5RPI38s5CqAGDDWWoAB8UCF1AOBWLUARoOGcAqAoEaBNUp2RBQwKavhCEBOj6pO+kwNBj40ClP0AhN4FioEsIXFEBaDtVgMYTgGLa311a9qpM7NPUBCA1S/9OnbYe8Df2hEwkf6hHFgz4K+N9qPLATZ0G6FIESHOMVhUITQRAbQ8QEoDkBSRJAjTOidO4ZhkKsEnqliUEilQA2iGMLfMKgbuRAKRn3PufhAwuVCH/qBP/iHHBn2DSv0p2bAL4gzwiveRvRC5CAr9P0G+zeSYD0YgA0fQhZZu2zAtImgRQfw6K71AAIWbq7kpbUocCeHXAwu4qHE4kAIl4/1PZy1vVg4mJd0/k00SoovH68uBdkv6aAv7a5+Eg+XuP/xvK/L7LA48CGXCc9y8ND/jKA9C0My2QUk8kwHd/dSUBJuOUr+JbkH4nSw4kotoABLRYEF8jgPaqA05deOFwq6YFNl0BUBf9KTdOk8V+CFFnioaS/o06lX3Gf9Lgr3gO1ORath6fCPhdks5GycsPqQ4Anj+lBkTAoxoACwk4koAQ/dYpez9QPoBjKICC5v6LnDt5jhcHfx4KKOytbSoO1FgCUHj/uyHev7bin8fEP2+lfk2A0uBc2lDwN7qWNSGQAL+ld4qgH4AMGKgCzkTAVg2AkgDTOh0BSACtaRwyygcwOU+U6K109mDTAkthgFYVB2qyAgBb6pcI2F3AxD+fUpdVYo2BMFDb/GIqGLEhCoj3ZYMdgJ9Y7kczJwOWqoAxEfCkBsjbJjA5EORgBCQBjuNN8FCASgUgRLkYkDQhkGhUgM5YK1WARhIAkPevnfZHNJWiAOBvUuvfsEFHifuDbgCuApoPFtTBo/I1iFPYM0JvP31VQEYEhG6iH8A3VqwgyYGxKnbKTg+ZDwC9rioUYJsQCKoQqFABVgnAZEYI7kICkLr3D5n2p40NwRqvT+nfd9yfWgwy2u8bCvyJQ7w/hNfvogagxVUFFL+hcNaAD/mfWLThUCTA9DmquqPPfADr61ZIAOQ8hfwvVQSkZKEClms3ks7Y+t4frHvnzAcvm0ICkLL3rwB1SuSSkU3in5d9tdcK8BQ3dAR/5XWcwwAI/EgEPKoBFEC+Y5GA0DMD6hi7TPfpVnstHhylcrJAiUIF2LClh/+sS5YX5hqvAjRRAXDz/gmwGIQv79+wAXuR/gMOElHA33q9AIjXr1BFEPhHhwi4qgEGxEBJAmh6JMAOyKlQ6bQKBfhSAYYcP0M8ELSJfmEgbt2l+V1NzwVoFAHw5v27LvUbiM2CpH/TuH/IwcGmlKjN8qK2npiN14/A304i4FsNcEkO1LH0YP0QSPKtP8shFKD9DAo/b2jhN7HUrywOpFABSsmAjZ8R0DQFwM77V0n6sml/kMapSvwLNQXQBPxB59ZUR9wW/E0G46rX77M8MFqziIAmLGClBljkBYQgAV6mB7r0dV0/9zgmahMCBb+PdFogqRAEoApQmhLIrdEzAhpDAIoSjHbePwF4/5Bpf7Glf12pX5cBwXCwSQb8wV6XwOtH4EciINlupAY4EIOkSIBLnzcE9mihANm0QCjID5QIFqsAfEogTwhsgwrQJAXgzrDePxE0Bk+euWaf77h/1IEgBPjbSq6msX4E/tEmArZqgAsxqJsEuPRl8LGBQgGm+0TF4CBOoaw+TFkFWA0D5CoAEoDw3v9bvXv/kgxRSIPz6f077/MZ9zfo16CEPxvwd/CwtLF+0/g/WnuIgLUa4JmkxiYBJv3fJR9AR/xjqQAyMkAMHMPyLoEKUE4G5CpAU1cKHGvIfe4iwBX/ZABPVT9yHYl/Lln/sTo/8HMPH1kgc+e72kFgfKJDtk+tcwd/xcBg5fWjjRYJYILtgm2U9Tf3+wvTn0sJ+JiVzdmbY8eX8n+rJviswq67Zh2ZGO9I9w/dgvQeqzciUUXKt6I5VvosBN+5uk91HuyLCvateAIsf2H93z//gw3kArD+lx3CCSZsO51142R5/lz/T56ftq8NvDhFBeDp7GVKDv401zLy36pTgPjKa28/7aweN7B/ZV9pmwSsh3HNoOiPyhPwlfUPOtY86W82A/envr5ADv2/F8ns3HIO+MdOLOX/bI0PYNe/bCO56Xs3kdfdvNkf+PtYDRCt/cbg2xkjemBmgOsX2w599SL53N+eIwe/eqEC+uZ9qE8Gtk+tz99fuXWMbM9eh+9bdY9Me/8D12IG3716E2zwY+Xn6fYx/XdkpVd+YLc4vlvcxMprbz/rrh5HKsex0nH963aX5sn8mWdWCcHY+lsv/5X5h5AA+AV/7v3vlx7QWfXcaacE8CtgryYHtHKcFnigmf+2iTGqxD8T6c9E+q8ce+gfLxaAf6EA/W7Q33j7tevI239lW/5qrgRQ9PrR/BIByTZWPYCZX+tPP/IC2f9fzgT/Wtd/54acCFz/nRvz9+ObOgqQBXyfKkcAgzcT7mNWoD9MLBj0Gt0yCRCDfH6rZZAvEYTVc4rXwi6e/np2zgqJm966h9yMBMAvAfh89rIzee/fcIqL85x/X+BfAH7+rwD8Oox7Me/5navJ9uvWIfijtZIEvPd9J3LPvw7jygAnAjd917iEEDiSAEMVQAjeDVQBli6eIYtzJ1c+bs26iRsv+6XZA0gA/ID/VPbytPLuOyXvvwT6Yb1/h3r/Su+fWl2Tgu5l9YN5vP7R/34+B/zHstfZ890kfm+uAPzp3m91B38EfrRQRMCSBDz4F6fzf6kYVwduec1m8urv3kSuvGJM/n1sQwESj92vCtD7j08VYADkK2SAVUkD35x5/1wFKNm+rXvIHUgA/BCAvUQ2/U/m/ffBvO/99/cJQgNJef8RpP+HvzBLHvsfczn4p2pv/9Wt5HU/uFnxXTTJfgj+aFFJgHDDwN88hHb7m78RPJTmTAa+a2OuFEQPBdShAkikfhsVgOcB8HyAwmayf9dmJGCmCc092VkA2sI/5YFdtOoTkRR5cC75S73OApCjuv4aEPDnsfz9/9fZpDx9lT363873CIAO/FHyRwvlEgGy+OkA6NDhGQKlcw595UKy4M/tcDZGHH7wBfKBBwm5/js2ZGRggtzyAxPi7289K6ByoLdMf9hMhpUZAaz3BaQzAirHrf4tOK4Pohu2kIXZ4/0/J+matRluLd6LBMDNNFP/Klq6YE4nBR4HAXLqCfBjFcN4+P+ZJQ9lwM87d5Ps8NPzCP5o9ZMAQrTT+/ozxJiGBBx+ujl9sJ8P9MEHT+VEYNf/ckkpROADsCWbHAmBduqjggys/F38qJSrAFAyQHrTAQfEh+VFXrMGCYCjvVXv+Qsq+En/+aj6Rx08/ADef2Ufj+1zb5+Dv8sUvTptaFpUtfiH7XRBNDRXNQBSL0BEAhpos8VYwv9xInDrD19Crvv2dSDn3koFUJ3nWwWo1gXoDyx9715WAyAf/mn2cWzgmrwg0BpeE2Bhrv9pUyf2kp1b95BpJAA2ja+X/LdD2TE1lZwoEYC7rBhQCO+fQL1/84pZVSDMgf+zZ3OPvwkyv8qu3DaG4I+WNgkQqANtJAF947lD/B8PD9x262T+qgwFKIGYDgXshSqAyW/iUwVgpZ9w4DjFKyFVAsDtTdk/JABhvH9N2V9CQGUezbzuUN4/8BqCfW0C/r5tv3Y9DPxR8keriwRIiIGMBKzUt2i48dDAO/7xaE4A3vbmK3qhAS8evOSQoCoAqUj/lWsp4v+r5GD1uGoYILPdJ/aSPaknA6a6FsBuiEctW9WPguR/2Gpf0bx/Q+mfy/xv2vMM+dinZloD/txu+r5NCP5oaZIAgPokKhJ20/eO90r3tsQ4EeBjzx9+6CQ5fnLJwrmxXCcAcBx8jQA6uPiTIHFcunaMwInkYYDO2PrBj8iTAdO2NandUFH5T/7gOg6Ffzr9aYEEtuTvwJQ94Bx9H0V/FID35a9dJO+87zj5zN+eIwuLjLTJuKf01l/ciuCP1joSsG4dJf/9Sxda9Tie+sYC+ZvMEVnMxqE8LGDSL20SpIELBRmNB/3YQ3mqIOkrCqSyffU4KrwpRrqLpSnWrHvVez5LPogKgJm9SfkjO0j+VHWc0vun8IYN7gBm3j+X+//oP54k7/j9o43L7IcY95Du/s2rEPzRWkkCbv2xLav1LVpkXH382P4ZsvtfP0MOZc4JPPxZkwogwAtKFN69QSh5zXAYYMep90/sQAUA7v3zaX/7lHRlpfhPpYrfgIevKPxj4/1Da/4HKvrz2P84T97x74+Srx2eb+WYyj3/9/7+1eTKbWsR/NFaSwJ4KIDXA/jaP7WvH3MHhasB/PU7tq8n69YCvPEgKoDt2ECFSQgUpAyQldkAXAFg3eVVEWB54eJ7Pks+26SmXCcB2J293C/3/jXyf5kAOJb9da76By35q7je3IUu+cPM6+cEoG3Gs/15wh+P+b/un28mynn+CP5oqRpgZTxW+YNPdf3Ufz5Dnnp6gRz8yoX29e0rxsi//ldXkOtfukH/jGxKBPusDgguDwyrDMjXBeDrA5TsyNY95FokADACoF74pyNY9U8W36+oA7RKChL3/g8Vsf65hib4cYC/KvPor3/5ht5ypRnYj/PX6mI/1dr+CP5oLSMB2uWEC1LA/x09vpi/8uJBx7L3TSoiVLVdr7uE/PwbLtMAuIcSwTICADlHtBKg4FW2gFB1fYDu4gUyf/a5gdtOeZngZIZS7cI/K+BP/CT/Jez9f/yhmTyu1iSwv+FlG3MpnwM9B32zZ4bgjzYqJEC/4E7170NfuZgTA04GDn31QqNIAS8e9Ntv3UauvHysfhVAukiQp1UCu70LXjz1dLZtwHFLdoGglAgAX/Rnr/Qu+/K/yap/sbx/FQEw8P65t8+9/jyZJmHbPrUuA/mNGehvyF9XpjjpAFxR4pfanI+GlioB0JEAQOhARwoOZmTgYPbKSUHKxpceftu/uoK8+sZNbiqAkSJgqwKUgN9ylcCFc0erRYFmMgJwKRIANQF4nMiq/wmT/0Qe/mA+gNvUP2rs8bt4/099cyFP9EtR8ucAf33m4d/0qk3561X9an1QQoTgj4YqgDAfwJoElECSJxbyBYce/Yfz5LEvziW78NBtuybJG3ZNhlEBbJYKFq0SKFMByrkA1TBAhRQsz58rLw7Ut1szEpBcGCCJYRUk/5vM/TdJ/rNZ8tfG+1cQgIf/bpZ88M9OJQX+HPRf/apxctP3bMqAf1xNbKzIAII/GpIAG9DXAeXhIwvk4c+fI49mZCC1NUFu+WcT5Od/5rJcFdCpAMzgGShVgMjJgGx5iVw8/fXqV08yDJAKAVDL/+XkP4H8PzC9z1fyn03hHwvv/6HPnc3BP5kOunMiB/wc9AmU2JiSAQR/NCQBIBJgcq2hfSwnA/s/c4Y89g/nk1EGeF7Au3/9qmES4F0FCJAMCAwDzJ95hnSXBqZ7JhkGSIUAyLP/IXP/U0z+A3j/f/Thk7n3X7fxmP6tP7qFvDrz9nvxfGpAbGzIADDpD8EfraUkwCUpUBovV3jB3B7+/Cz53CPnyKGv1p9jlCcH/molObDqqrPEkwGFqkHvVTAdkFtyYYDah9ii+M9p6d2FnPsfbepfmuDPvf1bf2RLTgCUtbppAOkfwR8NSQBMBQCCnhgsh0GVhwW4KvDwI7O1qgJcAeBKwHXftk6vAsScEqgNA5RJgHjf8vxcngxYseTCACkQgN1EVfxHJf8r5/7bVv4L7/3XCf7cw+egz8H/yq1jarKi/V6mZEAi/SP4o40iCYgYChCdx8H/4elZsv+vz9SWK5CTgH9zVa4IhFQBjJMBTWoCCMIArNvNpwMOwkBn5oo7u0mFAVIgAPuzl13CnSr5Hzz3P17yH6Twzx99pB7w52D/up2bya4fuWRwZTIqc/WJZ+kfGPdH8EdrMwkwyQcIFAoQncfVgAf/j9O1EIFBEhCwMJBtMqBlGECQB8Dtxq17yAEkAKsEgMv/k8I7U8r/6tBA1Mp/wOS/OsCfg/0vvOlycstrJwBAjdI/GlpUFYA45AOoQgFAFaD6N1cEHvyr+ERggAQkkwxoWBOgsm9xVpgHcG9GAPYgASArS//ul96ZSP4Hlf41k/+DJf+VNsQG/1zq/xdb1B5/CO8fwR8NzY0E2IYCHFWA8t+5IhCZCKySgLVxpgRCawIIqgBCSgNL8gAOZATgxlSaZd3LAb9WS03oMJAol2qkBdAYLPtrTJUolEnVA/63ZqD/0fd9G7ntf59UyP36L2Al/cvAX/d5CP5obTZNe5cqkCbXMSHtmr7HFcMH8jHkUjKxKQ5M8Doof5iNlXPnGWx8pR5/E+0ywTJMqnqTq6+dtRtFn7rjxF4yhQSgZzuVwEErXrXIUy+vzyz9gSCNgAYhBnyefyzwv/47N+TA/wu3X97rtLZrc9sOHDKFxWIAQkNrPQmo7KPQPmjbl1TrkEiuwZ0IPqashBAD21PfWCDveFelIqoX543Czzd1PmnlNyz+Qzud7N8YHPdqsDV1fXBR/e8PpD+ATfa/RenfkMl/D//dHPnjB14I/ix5gt/b37KV/OxPX0Y2g+R+op2miNI/GlpdqgBYYtQfTi3vpbR57VpKbvru8czB2Eie+voCOX1mOehj4df/5tEl8tpKMTJq8h2oha9R3cmKjWx4Gy2HDGTH86jB0gJhy8OLN73ns+QTo64A7DRmYJTo5X/ZvpCykZDJLpIP/nn4Cn+3/otLyJ/8wbeQV3/3JjvPnVJrjwXCuFH6R0ODt3/rUEBAFaD/niuM78/Gmtv+t/Bhgce+dD4bP087jcHWY7hKgVaFAQT7OmPrk1YA6iQAr1X+QlL5n4SX/x0b1dyFLnnn+44Hre3Pvf53/7sXkZ+//fJeSU3VbRt6AdTrgGO5Dw1tVEjA8NDnpS/5VAHKxsMC7//335ITgpD20MNnycN/P+sR6Kn5uY5hgM5a4TOaPLE3DRJQJwHYBfZOKw9cSgxM4jzQwyyS/975vhPk2Mlw2bO511/tgJ68f2p8DYX3j94+GpqDKkDta2Yoyby9CjDggPzWi8gvvPHyoI+GqwA8L0B5u4bOGzgMQBXPiyoKmpVwS6IAJKMC1EIAZh/Yzpf9nVT+CFTBxKhccgkq/wMa3cc/fYYc+lqYWttcdsu9/qzTjY93YI3akf2bDzoo/aOh2YN+9U/qsW/6UwH6G3YVzsj2a9YFeUz5zID/9EJPTY0ZypXNBiBEGn6WhgHEswFeO8oKgJz9UEHFuLISQOVsi9Yl/xd26P+7SD726ZkgD+z679hAPvofvi1/9dK5bb1/4mHAQfBHQwsfVvOhAgA+97oM/LkacMtrwswU4ArAxz59xm748BkGqGKRVAGohAHG1qECAGI/2mQLifxvOs2D+Jf/OUP9o4+EyfjnSTfc8x+XJN5Qg3tOwvtHQ0PT9kMvCYHOjgLsdK5Ivu3nt2b/rgiSIMjzAR57/Lz7OGU6JGmS/Khi3wrISsIAKeQBJKgAqB84ATzwOuT/hx4+5z3un0v+GbO+7ScmnRq7miUovH+LQQfn/KOhOagA0hLlCaoAogJCr9mcjVlXBQkJ5LMCYoQBtIl/ZvtownkA0QmAMv4PSeyTyDHUROIJIP/vzxiqT+Md6P2/f7VY8g/E8N1UAgoa0NDQ0GzAPA0VAGJ5SOA3rzIbuwDGHaz+rICoYQBqEZIubZOEALjVngdQhwKwQ/m0pXMvKXBKoKc+YCD/89i/zyl/N33XppxFi5frBX4XCvf+jTu9YaIQGhqaPSGgrn1UGR01UwEocMzgIQFOAnznBXz5a/PeSIsViaAKUiFSb1amA25EBUDJelSJFoRoijJQmKTju3NSQKM0NN5hfnvPtiLeT8N68tC0CVvvH8kAGppfFaAu797onNUD3vbmK/K8AG8qwAtLcWd2aXGGgqYD0jXCksC15wGMJaUAgOL4aqalbRAJS9K8o9zyAxPgewzm/VsMMuj9o6F5BiMm+pOPcaXl8SrHSa+hOq68E3AO9FL99/mYltkHHzxFZj0qpcr70J5YnA26SO+Z549d9HzKr6Jt2Wuns5ZICihzAjA9EgrA7APbJ6UEADLlQsSuZOeaIpkBMajuzpev9AX+qpvwWQJTdRmLzH/0/tHQYqgADtcgHlfVo2YX5WMbDwm4zhAY39ixuy/q4XcZUAVguWkrQLtuo+zqN9TZ5GKHAMzi/wqv3wiAXNoBoEFd/z+7JbtwmWwQ/H13xgDnoPePhhaVEEinBSYj/avPz5MDf8ONBLz6lRu9grtxVUCicjyH89RW4GuNVGzfOUoEYKf+Qavi/xqvXzf9LxAw8YSXXa+7xPi8fJrfb1QSZVzlf91zRe8fDW10VACw6hcmGbBqLiTgyivGyE03bgr7zClwrIOWp+8XtlsjVYn5ugBTo0IAbjD6EQDbjKb/uTJoIs+kve3HJ8l13w6f+9oHf/FUmQDyvysoo/ePhhafBNjM+onk0dtmD9uQAJ4U/du/sm2oGJr1EsHU4gGYLFAnUAMkMwG47RgVAlBr/N9p+h/VN9B3/5uryKtfqWeonMnyDsA7gk2HNJ8WRP0OCOj9o6HVTA6oU+jOaEogdezegmvxse/9vwerc5KPl9nYqnSwHIiNES5ACgFJtilUgB21N6fQViQAihd47tCciuS43ikadrEt31jeV9qWT8HokNVtlCgL0VBIASDNe6pjktlbvhjQQ587m7+W6wPwxn7LP5sASP5qhYIa3zuVCyCm1yp9Zwo6Dg0NzdiY4u+VSQBMe5zqPRPuY0bXYtrPZ9prHeTj5Wez8fIfK+PlSzeQH+LjZfZv4GaFz8Lsu1fvjzHNs2fFQdntse7q+/Jrvr28rVvcXPbKNy3NniKLc6dEv/b01j3k5jqaWcxpgDv0zA0w/1/HuHzKXZasmTfcAWZrFF4LMPff+/m+q2ygoaEN9R/t9L7KlEAf1zY9X3st/Yfl4+VLN6jBWnE9t+mAwO8kmjo48ModIiaZJkhzUqAoCTwSIYCdRqBkOv/f5FePnCToE4B9zP2nvu4Ly/yiocUjBKbdzSYZMGIYIOi4Af68AHkAkv2USuG2tkTAmATgBuUPpar/P3BcwPh/4AZL6+gg3hUDavZd0NDQAgwYAIcm1hjheK3kx2ZPWKWoBVCbChCTAExpn60qk1J2ME2kg3ppiDTpjorePxpaguNN8kBP6/m+QZ87tVKrFSpA6wnADimQK6QTW7klevy/zkbsKv8b3i96/2ho9asA1KEPg8c1n2EAb84T9XMPpvcBnZauuDG6VpoHUEtFwCgEoFgCWPND2FVYalT837EDeJPKrO83AdUFDQ1NPj5GA+EGePFB8gCoAuj15YFHVQGYsm4gNtn/MRpOiLmmsTpPSqEENDQ06z5G6+yjHglE4/IABvAI6LxywJXPBJhqMwHwUwBIFncJAb7RQZB6bvy+5X8a51mioaHZjR+eq5s2bXyrhZR5DEXXsTRwLAJwg/ZZUpMGTaN6n97j/3UyZPTy0dBaqwjU5cWnMB2QxnrOVEOSJPiV17JTzATorFkXXQWIRQAmjVgrVREDYl8AKEUgS2V+rE0HQ2KAhhZ/nLABvqTm3qc41gLzmzwkAsqsu7zQWgKwU/0gVVUqPCYAujTc0LElrx3Lo/xPU+rBaGhoyk4cKgzghUzQcONkVPKhWbpeSg6oahYAt+gzAYITgNkHtk+5sCnw/lDgG6Wx0XD3lIh6gIaG1oC+6DC2URL5PmjYx2p0kG455T4voErInWyjAjAFf5iaBMBkwCfx+H+A+8C5/2ho6Q47teYI1eZAeawH4PI9DHMFFCRg5+gQgFCx/ToYYTJKguV38FkrGw0NrV6WYDmuUE8fnwTJiDZGU/ixff9WEQY4sTeuClCjAmAfR3FugLSe9hOsQ4WaHtO2zoyG1lZFgEb4kAjjQW1Ttk2+D9hRpTZ1G6IWBIpBAG6w+eX1jii1nHuSGmGgDRwUkAygodUO+j67YrTpgJHGO6vv4KmqLKHyJeyJNg9gqm0EYFL9o8GrKFUFgqRYd+qMOJXkHjQ0tPTGrCbdK03sdo1C15R01DMBohKAsQifscPKU011BoALJU49h8Fybuzhp+bJ7FyXzM12yeGnF/JtR48tkmPHllaOOXp88G+dXXnlGLlq29rBv6/s/b392nVkfKJDJsY7ZPt163GAR6vNeLvn7Z/boS9f7G2bXc62LQiPgdoNrxgsGHPD9b2/x3mbz9q/6Ji8n7K+48SK9+bjBfM9ADGD9/XfMeyKooO4M8uYYj/oVq9pGwGYhD92GdjUMwOgFqLpRBjC3fGx40s5qB/6ysUVMDcFdaPPy647cO0v68nC9uvWkYmJNeT6V2zI/+bb0dB82MEvX8hBfS4D84OHLliBuunnqf6ukgVODF587XpyXUYOeLvvkwTvkBgc0CMBuO8P0z4L8F1NxX5W4dhxrwbA08JP7dA8AEFp7zX/O9/eY1J0YFtxDP9z5T3VKgNUFkoAvqcSCQd6HQr6LGpxD3J5ScqnDL4/B/uDX7mQe/NPZf/6Hn7TrK8QcGLAX/lAiaQADeLRc2/+yeyVvw9FckMbJwHbry3a/9R6cv3LN/R2lHGoikll4WDgOCY+R/CeAY4Z/KDhYxjws2T3xsDnVt+zoUsKj2PFQdmwyLqr70m3uPnslRWv+fbS++X582T+1LOyn+3A1j3kxrYoAFNGXq52P3X3mJOKJQWsjGXwjDjQH8oA/2Dm3fPXJoK9bDDnnlPZe+Kk4PrrN+Zk4IZXbMAQwogbB/d+G+EefkivPrbxfp2H5P62pBa8fGOuEtzwsg0ZIdiY9wff7nLNAoD4Rlze236OaIN+UN8R+xGFVAB2Zi+fH9qx4v2LvPxiX+k9KakEtK8SdCjQg6fWxAA0RdFJAaBABcNRAagczz38R//bHDn41XYBvq1KcNOrx8lP/PgWJAMj4uEfOnSB/P1/nctBv6nevS/jhOCWmyfI627erPGg4QrAkAftogBYqglmCsKwCgBSEAqPfsXTH/D45erA8kWlAkC27onnmoYmAHdnL3dpCUAF7Hvy/yDw90nCADFIhQBYA7hPAkCV4YNDGdj/fQb6j35xLicAaILB8BUbya/t2YZhghZ6+RzwH31sThlLH2W7ctsYecvPXk5u+p5xCQGosgMDAmBxLWYE3HURgN6Nsor033slgjBA77WbEYCLCgKQ2c0ZCZiO8bvHH+nCFlEIzGxovOfhIWzBwf7RL57PX0fZy4caB4fbfvbr5PY3XEbe+DOX4gNpAeh/7m/OtUrWD/a8Mqfg7j84Rm561Th5+y9vzZMKlWNWUomANc0EKB+rO6G0v7N+UzK/e2gCcA0Y/VyrLzVJGglMHh79hznygftfQE/f0h74+Kk8AYyrARPjHXwgDTIO9n/6oRfQ07c07izc/pYL5N3vvJpsn1qXTGZ//ZQA+CF+SNBUrOcUenSbclMBiH6VpQZgc0zjwH/Pu44h+LsOhI/Nkbf/+nOonDTIuLf/C7/yDIK/o/E2/47ffm6lpkcdI2Sjio/ZJqqPAAEwe4IjVW/efwfY/5kz+T80f94kJwFozSBs79l7HB+ETxJwV0YCjtiRgJGsHqrFr/SeSj0KgOmzaFh5yDrs2Iml3PtH808C/vRDJ/FBJA5WCP5hnus97z7aHhWMhnxPLUmB0G6I9UjiEwBq+5BoIj90isSDkgf/8jSOWIHsU58+g7JywsalfwzVBHIsji+RP3z/iTiDXTLjM/X3PWSHdJTQG21J4HpDALol/6Ku7tTsBvzYF+dwtApo6GGmTQDQwhlPDOTTiIOPdW1RFETqQOXYzlgaNUc6KTy7VjWKGhocl//RAwrsCR1bQqBJ1HCaX3j7wP0nEx+XaRqfS73cVfMVgKIKoPiBmaxpTRP9oVMCpxOY8R/DHvizU/gQ0EaTZB1ZyJUANEdogB0brRxwJ6mHpysChMqA0MZxrjqqAGhogW3/Z862Fpe947rBcup12lhtv0jAsn40+YbjdwpgXrADbcAu27yObN40RtaOrZKjs+cXyamzC2Rp2b5ECCcAr/uhzfiAEzJerAlDYPr2z9v+qXP2c/sPffVCrgRAxxt9HRz1EQ2rPdTAG66jFLAI5uqv8dt44yU8R12iG1tDyUu/fTO58tIN+XuZ8UHw8LNzVoNhfwEZXC8gHeOrO/I6AKNuuva//epenf9nT14gz528aNX+H54+R7bvvhwbnQ3oGxx7Yi+Z3LqHzIS+/ZDa8Q7rB4pgb2y3/uiWkX8Gr7h2C/mWKzYqwb/vHX3PSy/N/+mOFRmvMY+WjvGVHNHg7Z8fw9v+y6+9xLj987VF0KJgWJQ8gJAEYNLoQflUCUawtV3/sg25CjCq9uJvmSDbLjWbWsOJwGtv2JpLpaYqAFo6xldx5Es6j7LZtH9OBF710suMSABPOMakYx2WUUfci2f1rgaI5tXe9ktbybHji9blO3W2/br1oMVxeDw25tSsjevXkGuutFthiw9+fBB89KsvkAvzy6Bz+HryaGkZX7jp7ceeC9ruONGA2NGsD/IwUbRBPGvDtu2fk1/e/r/4tVPg3BheE+CWnRPY6ExxL8H8gLGkHhCak3Fw5qt4fewvT5P9/wW+JsD2a9dl564h179iQ/5D3JC/9q7HQd9V0rrlRw8H/d588LOR8ssD6I0vnsxJAMQ4wcE8gPTa/nv/4Oq8YJNJPkC/jY9PdMiL+Wv+9zojwqsyrhaFXk9i6qpxp/bPSQAPHzz+JCzkfPjIPLmFTJgvCxzzfQpAL7yftJhAAiOYl9WT/Hx8C97zAestd1xOXnfzZvK5z5/rZe4Wq3pduW0sA/v1OeDf8PKNOYDxbavX6V2MNqxq17ZJ96pafBDkkihPkIJ6eUgA0iMB9/zWVTno8vLNVSLAfy/uxXNg5yDvA+BTsKsv3+Dehy5dn4fEIImBoRTGKECcCvFIZCxt1giG5SeNvPq3XHt5658DB24eAvDyzK4eBxOAXOJ9BYJuisZBvi/X89+JkzWofN80423fW/v/lnFy6mt6cMelxqPYVNMJwJbU2Q9a823tGn8eHB9IOaE4d14/wOEg2AzLVa4WKzUb163xdi2uAPA+oMuFwSRAiOwAUCMSIAD1TwP0vRIg2kiZaQa/FjAu3YAPFW1kzUc4rT1g3n7r4A+IFtqaJL9u3ohxfbTRNV/hBOQPSAAQv9GCG0SuN7GxMWx4aP4sn0XTIPOtqLUeNBo+XHTwYaGFHwTDrVVwYWEZHzBashZ6lgFf3wINndb2KQD4y7ZnEJwIJyvyhCVoAR+ftjJ9Eg1NYyFDYLx4j08VDHKtCVx91BlDuktpJFJ2GvfsEIsbZ9e/Imxi3XMvXPR2rdPnYB4V1gBAA5PFwG0FOnUVSqh1dh2uPupsbDkN5QapHFpwCx0HPXJ0zmmJ37LxJVNT+E5o2P5NCIC39g8oBHTlViS/bTEkAGjBbaWkcCDjg9+Tz8568X5AA2Dm0aEMiga1GwIrYLz9f/npM17aPyQEsH0KyS8SADS0hAbBrx877yyFHn4OVkMevX80UwUgdBjg+On5aO2frzyKhgQADQ1sMZZr/crTZ60HQe75QM/9/u8bxx8UzZAAb0y6/XPlC3JuruZhDgASgKjG8IdqwwAYI3GOD4JQT6ZvphLqqK89j2ZusUgjb/9f+8Y5o5wAfiw/D2Kv/h5s+67WXZxP5l6apwCwkflQHAQtjecDfOHQSVByFJdO+Vro0KlUHPwx/o9marzdxJo5wsNhjxw8kRNhaPuHTqW96VWb8Md0hpNuMrcSN52Tt0Wcxjey9hM/Ppkv0xrD+IDGvRr+jy9ywiucrR1bBW5eQIVn/JtmT//wP9+MPySalf3wD11CHvj4qSif1U+M5f94279k09qBMr+87fM+YNL+ee2Lm16VkXiGDlFbnMixpJ8XkoVWGfeAXvdDm8nn/uZc1M/l8U1Idj/k/lH+R7O1W398C/nUQzNkdi6uB8jVLR/Fgm790S0IsqqPZOnepsxarGUiS01TBdjS2Hu//Wcuwx8Qzdp46Ogndk029t5v2Ynqlw8blRyAA8EYFFpjjU+J4ioA3jfaqKoATcwhue0nL8XcF0/+J0soByDkL3omytNEa6Qn3bTB5C1vvhx/ODQvnvQb39AsJYlP+0tf/o+I4HEuO9N0AuD/2aJa0ArjsfQmDYI8bBFjHjfaaFjT2tPbfnkb/mguwFbZzJZA6wAciHHHnWQfmg9igO/DvfcwCDYhoY5L/2958xU4tqF5tV/bs60RKtgbf+pSsv1aLPzj0xlNZSGgRAgAevrJM9iAg2DKZXX5AH3Pb12FzQLNu3EV7O5/l3bb4lP+eOwfnR6fw2NagJYOAUCgHznjAPtre7Ym6Qnxe3rvH1yNy/6iBTMeBuAkOEXjcf+3//JW/JECOK/dpaVkbreT4gMSHoAEoZXGFQAOtCmRgD7446I/aKGNzyxJjQRwyf8977was/4D4d6ohACmwxMEtDY8pJRIAII/2iiTgBtevlED/jgo6x+Ll2d0pJ0KgKt3j+2vlZSCA+4H3vdttQIv/+wH778GwR+tFhLA803qJMG3/sstGfi/CD1/nwNoZTDtzsNWa9y6p40EwNa7Z839/W2OYME/P03j8fYPvO9ba6kWePsbLss/Gwc/tLqMz4qpgwTzGv/v/Z2ryVt+9nIch0J+yQQfyFhyD5MWbxgdWAvAZGkA12UEcBmCeo1Pu+OD4Z9+6AVy+KmwZTN5IhYv8oNeP1pKJJgvmvXgx08FXzfgja+/NPf8c+IbHaDSdoRYgBNSKgNMQuLc7APbedHr08OaA811B0qL93R1G99IO2Tlff5aOoaWj63efeU9HXyjPb76ng5tp0bXodpjKOD+ofdMAfcPfU/Nzg9sfOGgB/7sFDl2zG/mLAf+N77hUizwg5ascfDfnxEB3wsIcbC/6XvHc/C/cuuYGMBY6c+B7Ux6fPU90x7DlNdhxtP0GOD+oe8Z4P45ovN/rPfR3eJD+Wu3uJ9usfpv8X7xzAtk8ewLup/oyNY95NpGE4CCBAxzogGgHyYAA+SgQgR624t90QlAdWeiBMDq/OHvmQoB6NvBL1/IycCjj81ZD4bcu/r+7xvPlyXG6X1oTSICvN1zVcBFEeMJfrf84EQO/kMePxv2ZptFABiQwPgmAAXIC4Cfv+bgX9q28MJRsnT+rO6nms4IwM2tJgA9oK96+QJPn0rUAdoCAuB0vppMtI0AVMnAoS9fJE9mgyFXBkSDIh/guKzPgZ57+fwfgj5aW8gAb/OHn1ogR48vCtWx7deuJxMTHXL9yzfk0/quz8BfCfpgAGdgIGUCUjFSBGBFGVhVB+aPf5Ms6xMBoxGA0CMiX9BgcqgRxArm21ygfEro997M/0VTzoPoAzoa2qgZB/HeqpSbtSDGRMBYlyVYjhx2s47fqbIBmAMwE+tnCZ3y7HFJYBauIbUwXRVnS6Khja6xBl01KVJhjREMdI+sCwpfHmwLAQA+L2ZJCrAD482hoaFhF0+YeJh5/1EtNAGYsX6Yoo2sTR2IJdygGZIwNLSWAhGOfzU9jO6yP9xsCAE4aPXb6xowS6EB48CAhobWIDekQeMCa+pjZnKHdRlYBZBAQ+cNIADWD0t0Xv1Fl1hNz6mejoscAQ2t8bA/ko5ElCJAJs8hj/8vJ/ecEk4CZArvnzW7VwbpTAjXaGhoNUJqbU4Lq/WxMBVGlX1ceA5AaxSAGSN3HlJAwvg3Z/7aVsNmFzDfF8EQAhpacxyKJsFpI2duMZM/wUmAW/e0JwdgRvv4mMFDZaPUuCLcBqRKFxoaWjMZQk3jW61LCjiP7441AIa2sRX5HzgF8EjMRxeUAEzcfvgA+BmHrAWQLICzejtCqt4AGhpaHPCtZfxMeQaUzXt9eWS2AJb/20MAtCoAswT3Ue/ZqTwXZAdoaO3vd5HHHtb038StBsBMzNuOQQAO2Dww7WyB2qYCsnidysN6lKwhnR4NDc0/8EQb8xJSZVltz19e0K67tAi94sGYt1+vAlB9go2YCph+B/A3gCDao6E1khWkPgZ5Gy9Z0FuzJl7VEsAjrAAcBD083VTA2ElqiQA6C/0dUiNSaGhoccaKAOMai/HlkiA3zGgKYIpFgGpWAFQPUIHxVj84S7iYDgvXIWJ3QDQ0tHocE9KUfs/qfU4+FE+AAzvgw8Llf25H2kYALHIAFIDdsJkA8TudYx4ATgdEQ2vwmMGsx8Cg8f+06IE7YdDNAChtMFkEaOue9hGAI/AHD1wVsKaKvF6aaSpkhdn3cTQ0tHR9hmTUgxrGvWSKGJW2dRfSqwAYjQBM3H74iHWjMCEHdTWICEpEknN7MQyAhpY0aY89XrDo91FzAiB0BgA8/j8Tu0nFWgzoAPixA8IB0ZTpaN4683xPgcIACPRoaAkTAxY/Byi2f55QuBeap9ZdvAi95CNtJQAzoB+SyXEfRA50P1eTVtWrM7HP5nsgOUBDq10YsO3frYr/h0wAVGGJwFliy4vQEsDcjrSVADyiepAM4nWK5JZIgB7U4U8Q6GsnJmhoaPH78KjOIDLBEUCBOlZ6s3zxgsmdtJYAHAEjK7hGQKK8u848gKCDBKI9Glq6xIDVmuOTQvyfRX/megwznAEwPVoEQPgQAZ6/bH9oDz4ok2X1dBAMA6ChNcf7h+4KJf9bj3vpx/+dEwAF99S9eD5Z7z8aAZi4/fC0EYM1SgRk/ntSXY0rpNqBYQA0tHaRAebx/JrDCs1w0kT4I/98Hvs3UADaSwCkXxCaCGgTFvCcH8ASaJyphAFQBUBDS4wV1EjwnZ2b2msSAGc5iVC/kgA4cDn4/H9uj9TRcmISgAOqxqtMBBQ2FJaAN8o8N27muZOGCQMg6KOh1e/x+3AIkpP/U4n/a5MBVeHoIgFw/rzJJx6oo3nFJAAHlQ8aHOtnVhUBWYQOmTxT9gL0WBMADS0dYsD8hgJqGFeciEzsEK0Us4a3dROfAZCIAgD4oSXbmG822oDpeeFYv9l9sZADChoamp3375r8FyopuA3TDQ2VABMFYOue9isAB/SMysLzZ0AWHCwPgDl1ZCcu6lou01XSQ6BHQ6uXGHh3NiLL/x6AOkqV0xLOMCFGDV7H0PufrqspRSMAxZoAM6oHSyQPlknVAIOCQLFZOvPXd4Nl/jqejyoAGlp8kGdE4BT56Nt1jE3G12Vxn72B118mBk2I/8dWAORflA0TKZNQQJS2ntBCHMxDp/GWDIhAj4ZWDyA5nCPu/8zoc5iHe05hoTO/8f/eH8vnZ02uenBUCMAj8IcLKwXsJQ8gudXzAstmXgYUnBKIhpaM9x/SC/Ip/9c51rrU/zdRAszm/6MCAHmoQ40emgfgucFp8wB8hgFCZep64iHBOzIaGpIBWN+ySf6rO7RofF2P0/9M7t04/m8k/8/UlQCYDgEAyCrWeQAxOmMNcTQfYQB3RQBVADS0pL1/m+Q/Vycmtvwfc4yHxP8vGMn/B+psblEJQJEIeET84NkQoVLH/AVqgK+qVW0NA4Q8B1UANLTkvf94Hn9E+d/hukHi//NGMwAeqbOJdWr4zAPwh8xAD956XYBQ0wEjhQGMyYxKQvOtAiAhQEPzBrDO3r+qK7om/0VRQx3lf5fVTRkZrlYrUQK6C/OELS2a3Nn0qBGAR/Tgr19nGcbIUvLoA18rpBdg44n48DjQ0EYR/G33hVQJPI9Jycj/oDVlJI6oKP5vNv2vliWA6yYA00pvEphoodznCffqB3oWoCNbTAn0oQKgoaFZDVBhvf8QxCB88R8f1zLPY9A7pktzZ01u4UDdTS06AZi4/fABo4deTvJjMKXAqAlYKgXBwwA+awL49u5RBUBDa4n3bzY4RRuzXOV/39P/yq9M7Izm0//MVgCcrrvpdWr63GnlA9dK/JUwQDUPgDl0ltjqQB1s2sY70H4uqgBoaI31/r2NMcz+c+pUDFTyP2RZevPsf26P1N3c6iIAj+h/HAHLYsTbdMDoYYA64mlQRu3Nu2du10BDQ+9fsM8hFAj1hGMtANZU+V+oRA9OTzes/ocKgPTpS4GeeZsOSGTM2nk1rRoyalNQASRcQHgckgA0NHW/YArOzgL3a9e+2mb5X7gvIwLLXeP5/1v3CNbGGQUCMHH7YU4AZkAPnQg8S8h0wNBhgMBV+kx7dWoqAIYC0NDsxwCw9B/J+4cd5ylpOZkxm4Gn/1nI/9MpNLtOjZ89rWdeYu+eSfcFCANYNUCzJTWZ789PQAVw2oeGNmref6B9vrx/78l/tS1lDryWKhdNUJ3WQv7/9KgTgEeUXmSZebHhfbAfyaAF+CwKFGtqjTNzr1kFQBKAhuCfjvcfcnzy5KX7kP+NHD8R5gxgj5X8X/v8/4YoAOVtBqsDNiUMEDK+5kMFgMbxmYIEIOijoVmQAUP0E/RH95k9ht5/rLEyyvkK+b/ieFrI/w+l0vxqIwBFPYAj+h8s/TBAkJoAzGJQ8K0C2A4evvahobUd8Icxx4Bk2/QvR+9fdUDImUrEj9oKGmcB8n95m4X8/0gqzbFT8+dPaxUABpBkag4DOLFUzzF+OxUAuEaAMbBjKAANDdrufUr/wbz/1BYhA59vm/0vcUD78n+3iwqAg31aB0qMKbz7usIANkts2myGqgCOnTzIIFIlAQxyLBraaIK/F+lfeynHzH/LMdG5Wmn0sdtA/p89Y3oHR7buUSjfqABIWnIdYQDnmgB+vXurDgcmBJZxEhboWDS0ESIDVtK/UT81XygluENiMBa5rp4O9tW0DufgNsPa/0l5/7UTgInbD89IH0jMMACT9cSArNR3wo3vWv1M0c+NByU21H+8eQRoaAnblw5cyP8RtbMJG38A/c45gdcVvAnQGYkaPvBQ/Eck/y8tmtb+5/bplNrnWAL3wBMidklZK6W9F/7Q6eo2svJ38UoG9zHaP6f/R/XY0nuTxqE4X3jJ/j2ZfKb2PouNiusN7FJ9rupA8Hmaff3fIds4dJrwWAQOtObZ7GyXPPL3s+QLfzdHvnTwPDmX/V22zRMd8sobNpHXfP84ee1NE2Qi+1sJ/rZkwDbxz4f376x6el6t1OTeZLX/JfL/4lnjQn4zqUz/61vtQ+3sA9unspenpXfHwbOTvXRW31dfc3ztFCDf6e/j55S2UcE3rrxf+ZNS+VPSvKfCfVT+xCXXo5RozqGg61HDzx08Sfe9NK2Jiu+Zmp6LhpY48P/FJ2fIJz55egj0ZcbJwE/9xKXkp26dzImANgkZAPgM4gEDP4OBCAaDXwNKWASV9rSqhvJzJOqjLPu/WxCA4pV0i2t0e/tYaduFZ5/OVQAD25cRgDtSart15wDwMMARIlsXeUh2IfoMTdu1AYLKUwELb/jILQBMCwSxcJdQAOYHoDXQvnTwAnnjm79BPvzRF8Dgz40f++EHXiC3vvHpXC0IIv2n6v0bTP2LMz5L8KKMMZVtfOqfIfhz+3Rq7beTyH1oZwOAkjMYGfjHmIooEA9zVYEdMVjpTX0ntFtQxKBCoO2sAAR9tIbbZz57lvzinmfI80cXra/B1YNfevuz5DOfO+fQp4D9GHAeMxon7HwKE8AOkvynWNRnqAKtJL9sadY4+Y/L/w+l1oZTIQAPwZiZajYA0ZMCsLEAlf1CLL7hcZ+Tl2FwHVV9AIvOjYZWF/j/zruOebve7773WI8EWBBsP5U7Tfp2jd6/EYGwXCNYuODPau1/7vk3ee5/cgRAWRVQy8zU0wCD1ASwqQzoQwWwkeKI5bRAn6EAxUlYHwCtafbEk/Pk3vef8H7dez9wgjxxeN4TKfcs/Ru45t5Lkgcer8vOJRvAF7HSbOH9c/t0im25k9C9PKRnZgrvHkAGzMgmC9DYIhXi8LbPIRTgrBIgCUBL0/b+yQmjeD/UeDjg3g+c9NC/WORxwrP373Hqn/ncfwXWFG8t5v4nKf+nRgA+aiTPVJdmhNQCME0GHHkVwNDrCJkPgCQALQHjSX/Kef2u1z90If8MSF/wU6PD0fu3HWdcvX9if221g6kuOse9f4vkv4dSbc/JEIAiDKCYDaCZn0kqaoAuDBCydGVMFcAgtmdXbYzBBx8rTx9JAFpz7BN/NRP8Mz7ysVPaPmUl/UMT/3x4+KG9f18LrEHn/hf/lufaI/+npgCoVQBIhSbpD2eYDGhTGbAuFUDFzm076NC+gPkASALQGmS80E9wleHQBTI717Ug2AbSv3FSoEeVMfi4aTlFWoId/Uvyqn/LF8+b/pxHUpX/UyQA6jwAyDRAyQ8aRAWwZqgBVQBfnTRmTB9JAFoDjCf/xbI8DKCT/j30V+YwljTW+x/AFIPkv3On/WIaEoBBK4oCTSs9UQZZIRCYDAilhzHZLHPpqJ5VAJdQAJIAtNZ5/3PxyMZT82b9zUL6h+9roPcP/VwgjrDlrm32/0eRAPh8YNWaAFW5xmRmQBDv3lEFcP4sQGe1ThpyJAEGowKSALTU7AsR5P++PX9syaCf2Un/zGC6bpO8f/BxBmHlpbNW3v+BrXskeW1IAJSSyYyS4UGSAQmRVwYUzRhQtqEaVQAVwbWN6xGXUEDopEAkAWjpGa/2908RQwDPH1uE8ftQ0r8BuNpVGw3n/cOn/knk/ypucO/fTv7/aOrtOjkCoFwi2JC1qSQdLStMVAUIFgrwNcffGvSRBKCla5/57Lm44+B4B9iHI0j/Pqb9+fb+oWMOyPsXq8T9XXnd/65V3Yd9SADsTD0bYMWjZ34qA8ZUAaIl/RmGAoyAO0Y+gAUJQCKAFsJYr/RvTPufrlvvN+5fp/Qfwvt3LfwDVpIZWTzzghX4b91DZlJv2kkSgInbD08TWWlgnXc/IPeL8wS0UwJj1uoPpgLABgZm61mzBEkAqgFogcDfZcEfx4+X9A/LuL/h+GA9dqTg/QOcSN20ccvCP2onFgkAyO4D/dAhpgTWqQLYdgjV3F3NdaLlAyAJQGsY+HOL7f2Tqn8C7Hcgx8FW+g/h/ZtMa7Tx/o1W/Ru8Gdb3/mesvH8+938aCYCb7VM3AM2UQF1IwKowUCAVAMrmXTqzJ9YP/RtJAFobwD8v/XvwQvSPf9GVa/30H+NjGcjBsKoqGmKNAlvvH+A8Onj/9zWlmSdLAIpkwH3gH1KQC8AU8r99YaAAKoAQ3YGM3lPnZ9aDDItDAiB1AjAvAM0j+HP7nXcfq+UWXnTlmLJWhmk/ql/6h/GMaN6/IizcDx9bev9q3EICYGQfBakAhLgVBoqsAviaFghh6voPBrD6FEgAAZAAVAPQXIG/1FY+8cmZ2mL/E5s6fsG/dumfGThD9mMreBwP5/0/1ITkv0YQgCIZ8IC2w8qWB2YaFYAFUgGsG62lCuAxFGCdFGhagcsTCWBIAtA8e/3c+NK8H37ghdpu5yV8FgC0AZuCfwjpnxC4TOBt7DT0/kXz/qvJ48TJ++d2T5OafacB93gfSAVwLQ/sc0YA4BrOCYG28l7QmKLBokGeSMDKx2JIAM2D1983Lv2fm+3Wcksr8X9Nv7IhNsGkf9tpf6GnReu8fwERcPD+pzPv/wgSAL8qwD5CFJKKtjAQq2R7GqoAxIMKYLTPU6KMLcsnLvUBiF2lQJs5/mxwB4YE0Fy9/v42Lv0/ErHs7xAB2DYGB38vjoG+4I99GDLAtD/f3n/5bfYfB+//vqZ1gU5D7vM+LYOXFQYyKBIEVQGYdaMFsGBtL1Yc5ivOR1zyAQKRAMAAZkwCkAig11/Z/sTh+Vqlf243Xr/RD/h7jPv7lP6D5UBBjhPO+ycl7/+Mrfef9LK/TScA96o7tF7y96kCDHSeOrNgXRm/5tjGkABRXgBU/kcSgF5/0TZ43P8ddz1fm/Tft5dcu94/+LsogqZ91Mrp8eD9E1vvv6cSs+VlsnjquO3Pdk8Tu0MjCIDJlECmq/7nQwUgilCAt2x+TzW+Hef4BycB1jkA8oEB1QA0E6+fGwf/X3zbM7Vl/Zftla/YEBb8o4wfzP46gH3ahdFEv7uu6t/Z07Y1/2cy738fEoCwdo9WBWAqFYAFUgEMZSloQqDWvTcYAFQU3FuhHksSAL2mUXIgICSAagB6/eX5/u85Rv7p8Hztt8qz/1cWAgraP0NXCQWOc8YJywZTFXXz/kvfkXv/lkv+cruvqV2jMQRg4vbDRwjRxFiUKgBxrw7oY1pgqH3MgB0bkgCWAgkwIQaQkACqASPv9fc9fw7+dSb9Sb1/w37GXME/1Doh3sY7QOKf6PcXlPqtOoBc+rf1/okuRI0EwJtpkgEBKoBLdcCAwA6q+x0rAzgyCWAmg4xxSMBBDUAi0D7gr4A/l/3rqPUvsxtfsdEccGP0d3Bfj5z4B/H+CZFX/cteuvMX86l/tpjUpMI/jSYARWGgaScVoAryLisFelYBvCz7aQXSzG6QMf48pv9aTvK/+vtp1QAkAiMB/NyeP7aYg38Ksn/ZXvN948btnRFoG/UQ9jOpCApJ/K3L+ydl7/+E7c/VaO+/iQoAt3usVQBRdUAy2ECYJE6k6hDgaYEh5tmaDgyORUSYwcAEJgG2MwSMQwJMP2BCkonQmgH8kt+TL+5z+89/o73g7zi2sMDjki0ZAOc3yTL/BTX/l+dmyfLF8yPp/TeSAGhVAGldADULFJeG9DAtMEQowKBzhUgK9E4CoN6Cl20OagASgWYBv2DfvX9yIvf8657qJyUABqTcDPwDrAeiI/YEKP3bJv6piv4Axnge81+wn/bXeO+/qQqAWgUgErBXrRFASGVGgPmiGMmFAgLmAzSaBAjUACQC7Qd+7vXf+oYj5C8+labDxjP/BwgAIx6n+1kk/Rn1Z4uaH+B9htI/IcMzu6qkoNi3dOaUbdGfVnj/jSUAVioAETcCYcgAGgpwlLRUHcuYOWs+x3eGcFQS4Cz/q4gA8UMEkAzEAX1D4Ofz+nld/3yO/7HFZL8eB/+V6X9eZX9P033rONZ0X1X6ryZzl/cvLrqU/G2F989trMH3zlWAnUrEo7T3o1P+i9PBxiLalrcamv9/5f3K8ZKGR0V/FtemkmMr5w39rfiMle9ldS7079J31xw/8DVF96K9RumZV44ZePSQa6u2EdmxgzsFm/TXge5HswN+i/0c+D/8wCnymc+dbcTX/Kn/dUut4J+y9G+c+Ecqjl3FyeN/Lpw86vJztcL7bzQB4CrA7APbp6UkgK2CS46Z/YG5Auw5gJXJAlklBr19FaRTAdoAIApIgA6oBABIISQACLgr4JYaCdAQJmZDAojpsasnCTbJByCqGeiQDEQDfW5PPDmfy/xNAX5uvPhPvvxvE8C/DunfpeiPYBq4Y+Jfa7z/pisA3PZk/x6HNw66OihXtw14/wpFgBp63VAglOyTg58IIVtIAojgORAiPc6JHJgSARNVAMmAG+hrjuFz+Tno81h/0yz3/psI/iZT/gIUPBt6L4n3D0j/y93M+38evf+2DEmzD2y/P3vZLT2Ah9VoD1hopwCY/rZO8QSy97S6rX/syr7SNtGTo4PvqfgP4bHKX6R8+tA+qj1X9jc1Op6a36usdVFACxSpG6JboAYt2no7Hd5MPfQqJAPOoM9l/k8U3n6KWf0Q40v/fvLD14QHf5HDbjIt2aS6p3NdAYn3zxQOXref2b8K9v1tpLvq/S+cPO5S8pev+Hdtm7rgWAu+wz1KAlD20Aak/uq+qiKwegGWbaPETAWwDgUIrgsOBRjkFjAjDHJQAghAbSBEH+IwyQuAqgG67QL3v99MKMTrpwbANgqEgLkfy6v3PfLobO7xN9Hbr9rP/fRl/sEf8DyZUz0QT3F/YgD+RAH+osQ/QRige+G8C/j3saZV1ophZ/aB7XdnL3cpv2VHogKU3lPBtr4iQFfe08G5EwpvnlKgCgBUBUBKgMnniJxt5d+WSgDY8yeAC9WgBugUAV+qQNt6JvNzfB/0v/D3c8nU7A/i/TMpHgIBNUJZb9Nlvo1VBmZ2j32Pv1ua8TWgAvTed5e65OKzR1ym/U1n3v/NbSMAYy35Hjwp463Zv0nd4MIbCSWlhL+SItBLFpQkBBJBQqDGmwTPCgCqAr7zAYTOtvJ4SyUAqk5A8gJ8qQEm24WKQO/A8sAHUgWgAM8aRgqY33P4lD3u4bcN9KXefyTwd/vbAfxBygAw61/k/RMiqfjXk/4XT590Af9Wev+tUQAKFeDO7GUvSAUox/MrigAdUgdW91MqUA8A3rs0H8DQWx/wfIX77JQAanwvHpUAsDpAledRSKsOogg4qAI+e2GMnszCXuMLGdBz0Of/UivTG9T7jwj+3pL+qh/rvL4Ag12rCv5dslrvpVvd3ntdvnCeXHz+my4/177M+78DCUD6JODp7GVKekBJwqfUICGwHAooJQcGDwVIrlt/UqABCSCAMAN4G9UepwVfZ7APTAba1iuZ3MPnU/b6YN+GeL6Jvf/3ryY3vnxjQ8CfmEn/VmTAUvrPE//k0j9b6pILbtI/z/i/MSMAR9rYDsda9n04S/u8djASyP/KhMBS0aCVmgKhQgE+6wMEmx4ouhn5/WvDDOBtReemVHqccrqgzfbqIKTdL0gaLL0BzSJgDSQGCs+eg/vs7HIG9AvZ+/PkiQzwm5q178N41T8h+BtV0zQrCx4N/InptSveP+Rc2WI/gnVcFtyl//vaCv6tUwAKFWB/9rJLqwLoEgIF4QGjUIDAe/c5NbCJSoC/5EBDNSCE5++gCjipA3X3ZCYHee7VP390qXjN/h1byl/RVo2X+/3Uf7xmtewvUWS8NxH8fU35k50Lkv5JPgVwaW6WzB971uXnat20v7YrANx4caCdRJYQWO471YRAUYVAwX6W/Y9SQZngWFMDG6oEgJMDCWCbSg0gglvSTvfzuG9oMGNCQiBUB2zBPPBaBDwTn0v1fU++D/Kj7s2b2m+9ddtogr+VMiB5X0rolpX+zVf6O/G86891R9vbY+sIwMTth4/MfPCy+9Zs2HIXpR1JwxNn+g/sZ5X6voQ4hwJC1O2vlQQQoq8YKABzLQkw2sbEaoBspoBvsIdW+hOGCQZPEg2sXlUCifU9d259QO8DfB/40dztNd87nv9zBn/gOdb1/RUHWIO/okgAg96bTPoXhAHmjz6bkwAHeyjz/qfb3iZbW37k1J9sfnrdxLYp6QFNCAUArqUECd3MAM31QeEA0Q0AP8dqhoDyWKo9lkJbP3XsNU5Jf9TslNIffem9b2UPvQ/qZY8eLZJjUpH+Qcl+ocBf+9lMv0qpr6Q/6LWg0n/2fnHmNFl44bjLz9XqxL9WKwB9W54/d8fy2o2fX7N+s5rgUsdQAPEcCvCaFFhx5Q1r9IOUgIFtEiVA8jmsSgSc6/wr1AASQBEgxM8aAKwE1nOrXsts9v6JFZDuXeSfnpzPti+XAH8p6WVu0Xr2rt+4ahX8IYDcFPA3FRJsqv0RIpb+BXP+ly/Ou4I/t3tGAfxbrQBwO3nf2P3rNl+1uzO2Xv7tVyoEkuG5/8V7SomwZsDQWgHlqYFGc+Q91gewUQIgyXShlIDYakAIRSCzLx26MHDM44cGp7WtTHOjCNyjZrzgz8+9/lK45N8k8Lec7y8kQpBa/+Ua/xXPP5/y98wR16z/Axn43zgqbXOszV+OdZf2LM6d2LXukqsnpfkA1SWDy55k8b7w84enDJKei7yyVgAFLhsM9OxN/7ZWAjQeu5MSQIif5EArNUBCBCrfraoIPH98FZyfeGo+98Rz7/vw6vs8wx0BHE1jPOZvBP6QOf5BwJ+EBX9J9wSB/0Dcn4lj/zzuf+J5V/Dndscotc/WL0FyYi/ZtWb95v3rJrbJn8BKcSAiKQCk219eK4DUkw8AUgIMpwdClADtdRJQA0oX7QP6PxWvHMiPHl9c9eLR0DzZS65dT/74964mE5s6hl6/Avwl57mDv+eMf59x/6Kwj6rWv4e4Pzcu/d+NBKB9JGD/2vErdo1t2CJ/CqJQgGB5YCoIEfTf21QJbBoJkDnVtZAAwHYO+F/4r+ezf3P5ezS0GMbj/Z/kSX/G4G8wza8N4K8iAwPV/sjwMr/F++78fC79O9pISf99GxuR73nH4tzJnZ2xDZPCfABZKICWlwceDAsMacjEfmqgU1JgiOmBhJgtIKS9jkFyYGlQo7bJgJn99d+cIx/581MDGfFoaLHA/49/92p78AfmCTCjWQQNAH/RmKyU/hlhy11y8blveMGIUWyrdFS+KA8FUNrZv/7Sa4gwH0An6YvWClBOHSTwUMCQV52AEgC5Z2MFwXBKooUawL38X/+9o3kcHw2tLvDn8r8ZOHsGfxAZiAf+RvdsMOXvwjePkO6Cs7I3ctL/yBGAggTs74yt37V+y7fKn4ZQ6h8mA97zAUhl0SAH0E+bBCi+nwkJEBz71//3OfK79x0naGjNAX9m7MGDa+b7BH9TAlC5kE3Sny7uP3/8KFk6d8b1ZxtJ6b9vnRH7vnd0l+ZnFmaPA2UnIpxrqnvPqnIVsAMxZQ+2MC2jZxYDh5Lkl56jg7cjGvRkAx9D8EdLFPwZcYv3NxX8KxuN7rk0bkrH4Ow/S2fP+AB/XvDnjlFutyNFADKmx3/wW5fnz5Gli2cUJKDfTxS1poUkQNR4C8kKgu2sQgJ8TLupiwRoBzUGHCSHiUDVHv/yBQR/tPTAn1i2f0iyX8rgb1vsp0tAcf/l8+fJ/ImjPn46Lv0fQAIwWiRgOnu5d3HuJFlemJOrAF2Jl09kDBVAEgisc9VDApiBBz98jH2RE0M1oPI4+VQ+BH+0uoyD/r6937YK/sxDm9eBPyPNBX/lOCgD/9X33YvzeZ1/D8Zr/d876u23M4pfOvvh+YqBBxZnj5Pu0rxZY6wQA2YaIgB2ovgkQObawwcZJuASsIHFXg34xH8+gwl/aLXYjS/fmHv+L9o2Zub1G4A/s53mxwSdJTXwZ0Cnq+9wLS+T+ePPuy7yw23kpf+RJgCF3cFYd2bh7HNZG+vKO27V0ycu+QDtJwHKzs8cB0fB9k/8nzPYi9Gi20/+2JbeVD9e3x9EXBmwH8gx2wqkbWv7xwZ/1XhZvOfT/Txk/HO7tQgHIwEY1S9exH72cPAXkgCDhsm0JIAIlq007WQtIAHabcxIDfjrvz23UpoXDS2GccD/zV/dRt76c1cYeP2Okn+DwN/ofEZgSX9Fxj8v+OPB7hmFZX6RAMBIwL7sZR8PAyycOyrpyDCPfwjkuwSWD6BLsEuZBACSA5lBpr+pGvD4V7B0L1o868f7f+QHN7t7/ZK2zaDJfomCPzOdKgio879w4riPjH9u06M63x8JgNzyfIDu4gUinB5osBgFA5MEzcyAVEiA7QwB0f0HUAOeeHoBWy9aFPu511+Wgf+3khdtHfPj9UMlf9tkv0aD/+r7pbMzZPHMaR8/YT4DDFsyEoCqCtBPCJnh0wPlJICA6gMYkQDo9Ji6SACxJAEyAcHkXAAReOJprO2PFsPr/1bys6+/FDCTxyyEperOtv1MKLkFA3/1xyrHNp2y2u2BP5f+PRnG/ZEASEnAgUIJIJwE8H+qBssMCwNpM1xlnVLXt+skAZZ5AQyaBDV0viYsgIbm0Xisn8f5Ofi/ZGq9nwx/kwJXEICuHfyZvDualPmtVvrL/i1fmPMJ/nsw7o8EQEcC9mUv+bxQrgJISUBXzVphSYGCRg8EbCbt2QadFyIP6moFmFw7lBqAhhbAeIz/kx+6hvzkv9zipFBZef3W8f4awd9zxn/34kUy//yzvn7OfTjfX25j+AgGSMCeE3vJjuztTk4C1mVv1qzfPNiQixUCi7UDV1cLLK94l/2HZe8pB/iOeBXB4ohSDyoK3gNW+xtYPVC0yp7ub8UxA5uFx1SXBiTgFf6qpxHZqoJEcv7KdrbipeEsADRfxuf1/9zrLyU3vmyj+ABTRUqyndnK+1Lwlx8DXtgnIfC/+Ow3fMz157ai7KIhAYAaTxR5PPs3JSQBJVBfwUNF56PVUpcd2f60SMAA1lKiRm4TElAB95UllE2IQLGNx2dxJgCaq/FCPnxqHwz4AeCvIATM4Fg9QAO8/mTAf/Uf6xLhjCnP4J8n/WHcX20YAhhWAfrZonnDycMB1ZLBA0mBzC0psEusawQ4hwM0x3jJC3DJDVDdc/bvJVPrsMGiOQP/X33wGjH4iyrq2cj9xDDW7yvenxT4sxL4D4+HnsGf283ZWH4EW7naKD4CsZ3YS3ZlL/vzh0Q7ZN0lV5PO2PrBJ1ddApgWlKr/Xrd8cP+YDi32V7aLfiHB37S603TZYM02qj2G2l1fdirw2CeOLJDdb3sGGyuakeVS/09dmr968fhjev2EOSTz1gz+ubcvAv95cvEZDv7Lvn7iO4qcLjQkAE4k4M7sZa8RCZAAfG9/QiTA8BiqPY8akQrdNigR4ASAEwE0NJ3x5D6e2Dewal9M4DcBZij4gxU7FzJgAf7cRKv7dYOD/73FWi9oSAC8kID7Oc6skIDNV5HO2o2DT1AH8IUqQOkwadAeAwVrWt1E45IAQgQZfeHVgC98cY7823cdw4aKJjQu8//kj02SH7l5c69uvy/gj+r1E6Xkj+C/YjzjHxf5QQLgnQTwUMCu/t/rJrYNJgaWZH9aIgRKgIccUxcJ0HyWl5CARzWAEwBOBNDQuHGgf833juegL5X5YwF/CK+/dJzVSoGgY5jsTzvwr0x7DgD+POP/Zkz6MzOcBQAzziqnsn98iiAZmh0wNDOgnAIvmB64wug1x+Q9pUQCILMDBhzxgekC4nOg20pZ+Su7pJn+glkChNjPFOhfUnKN3/ylreSJI/O4LPCIGwf9H3jVeK9WP4ECOKDSpU/gd/X6ReDvc1qhrrwvgj8qACOqAkxmL5/vk4AhJaASu6cDHv6wx08VCYMDx9goAaSqxlNn+V+0zVtIwHC7iAjwPIBfvus5rAswgp7+D2T/XvmyjXKJX+ft1wn8JuBvK/kbKQGNA/+ZAvwPYI9AAhCaBOwoSMCklgR0SjMDhsC9PSRg4C00JGDyOYrt1Us/f2KJ/Nt3HcWkwBYbT+Drgf6mXolenQUCfuluV6/ft+SP4I+GBCAsCRjbsIWsHb/CkASUcwbCkYChGQIOmflNUQP+01+eJp/4zBlUA1oC+De+fEMey9d6+T5AH0AKavf6nYFeDv7M5toA8F86cyZf1tcj+HO7EcEfCUASJICrAFwNGCAB1RoBkuQ/KpoWGJIEePL8zUmAgRrgSAQ4+P9lRgL+evoc5gY0xDi4c8B/ZQb2HPT5+4lNwFplEFROFfg1Xv/AW69lhOOB//yx5303F5zrjwSgVhKwO3u5v7xtzbpxsjYjAXy6YHASoKoTIAH4GCQgCSJQ2cdDA0czEvD4V3tlg3mI4FxGEI6eWERyUJPx6XlXbVubg/2Lr12Xgz3fRkyXlQ0M+tCPsd/O4J/tPdlPA/666wDAf/H06czz9z5NF8EfCUCaJIAXCuIFg1ZIQAnsldUCo5MA4YZ4agAhfsICin0UeB5XC/p5A088PU9mz3dzgvDE08W2I/MYTnAE+pdkIP+i4jX37PtSvumqjj5APwTwm4K/Bvi1Xr+Nty7w+q3AX1XuvAT+80efJ0tnzyD4IwEYLRJAO2O9gkG8aqCoUNCIkICoaoALEYD2hOyYx796MX97bm6ZPFkQhHMlAsFtVBYo6kv23Diwbx5fk4H92Aro5x69KTCDAZeZgTNwP7M5N5Tc79vrjwT+bLmbg//y7DkEfyQAI0oCylUDq4WCvJKA0nEGIG01Q8Bkmw81IFUiID1ueGMv/LC4+vfx7O8Tg2EHrjqcEygMuRoRQXnoA3bZ+oC+CvSrCy8pi+vYAn0IwE8K+CN6/VDwN70WBPwXFsnF554l3fmLCP5IAEabBHBbmSYoIgEyoFeRAOHaARUSIPH8Rb++Ni8gphoQkwjUQAZ897o8dJGRBN31hN64d4AOcb2woG/KN6yBP6bXr/ToHZL9KiuZisr75tP8vvkN35n+CP5IAJpNAlZmCJiSAIVKsKIEdHySgFTUAAh6uxMBsCrgTAbikYKkjVnu9AX6Om/fFvil+xgIpMN7/QHAv7KqX57pf/T5EK0GwR8JQPNJAA8F8JAAXdPxTwJWjgGQAAkx8EoCvKkBkp3UoUW7qgKmvYY6XqiJPZQ5HsQ8f5aLtx8D+F09fOU2h3i/CPy7g3/z9wvHj5PF06cQ/JEAoKlIQJ4ceAnPC1hvlhOgJQGSGQaGwE2pzmX3qwbAiQA1b70O8n4wMgA+h6bbi5nnE1ige2CAQ70DPzGL80fy+qW3BQX/bt/zLwN/9v/lZTL/7DNk+fx5BH8kAGggEkA7edXANRs3m5MA2SqCVRJgO0NgyPn3QAIA2yn4eGrXimORAZceRZvcZZnXw6zPCw36NsBfi9e/+oZZnUsGpvOJwL978SK5mIE/W1xE8EcCgCYhAUMVA/s2tnELWTtxhZgEDAE9EVcDFJAA5TRB0S/uOy8gtBqgIgIBVQErMuCjh9E6urhjpp9roqBFCIC5XtM69u8J+L0RAo3kr9tWyfQXgf/SzEwu+wdI9kPwRwIwOiSgVzToKkLH1opJgGwBoSGyQMR5AdDkQMk27yGBVIhAXWQgVI9LOgQQ4Jq+QD9l4Hfw+qW3Zxrvr/69tJwB/7E84S+AzRTg/xCiBhKAkSEBeUhg8zayZsOEXMqHkACTWgGGQO5dDWgSEQAeQ1171Kj0RIeYP/N1fSc1oCbgD+n168C/25P8559/PsT8/j7446p+SABaTQImCxKwQ7R/bONkRgSuUMfzRSsJikiAiCx0ip+744kE+PD8gXI9NTqnfjLghRA0uYd6CgEwn5/ndAwDKwUM+pne4v8ewb8r9vyXzsyQhWPBJH8EfyQASAK45SGBLS8idGxMQAKIMFGQSoAfnBwYQg3wQQ4E26MRAZOeEZsQ1N2LA4YAmO97cCYGlsAfxetffeMG/EQa7+dZ/gvHgkn+3A4U4D+D6IAEYJSIAJ8dsFv4g+Qhga3FLAEFCShJ/hASEDQkEAjwnYkAIerwQE1kIAopSFwd8D2b0K8a0Azg9+L1S+L9eZb/M8Gy/LlNZ/9uRfBHAjCqJODu7OUu2f4168fJ2kuuzAsHaUlAVQnoEH1IwIUE+FADohMBD6qAaY+hHjpkC0IAzMM1wpMDZpQbEBX4Tbx+D+C/eOIkWTh5ImQL2ZcB/x2IAkgARp0EcBVgLxEkB+Y/zpq1ZN0l20hn3cai5C/UwwfmBYQICfhSA2yJAOia1E+voPF7HK27FzOjzf7B3rsiwIxi9c7AX7vXLwd/vpDP/PPPhSrs0zec5ocEAK1EAqQzBPo2tmmSrJ24LCMBHW0NAFhyoCK0kJoaYLDP2Hv2SQZcehNNp5Oz0A2eRTjPFfRTAH4B0vv0+qvx/sVTp8jiyZN53D+QcamfS/7TOOojAUAbJAHK5MCyGrBm/UZxrQBuhsmBViEBH2pAakQgBBnw0bua3DtZ5PN9gL4O+L0uFETAcr+x168B/yGv/7ngXv+BwvPHTH8kAGgKEsDDAbtVx+VqwGauBqwxywuIERJIjAgEJQO2vYe2oBezBK4HLQrgCvqpAj/Y65eAf2aLLwT3+rk9VIA/JvshAUADEIE7CyJAlGrAFq4GbPJEAkKrAdKNXsHeiAj4JgMuvWkEZwGEO49ZzwQIDvxaMGe6TdZef1nyj+T1c7snA/67cVRHAoBmRgK0eQHc1mwYz4gAnymwRgns0LyAFRJAElMDXPb5UgVMyYCP3oUhAL+g7+rtB1UDPHv9RCz55xn+J06E/vWxrC8SADRHEsDBf3/2b6fyB+x0yNqJy8nY+ORqLkA1L6CoAEjLf/tOEGwgEXAiA3UQglR6ce3rARgWE4BMS2wi8Bt4/ctz5/OiPnx+f2DjcX6e7HcER3EkAGjuROBuoqgXsKIGrNtI1m7ZSjpr14cJCRCgGpACEWgCGRjVXsgcTnSYCeAd9JMDfrHXny/gw6v5zZyJ8evemwH/Hhy1kQCg+SUBOws1YFJ3LFcC1m6+PC8gpA8JSPYTAzVA1orAJMCRCLgSBSgZsCIEjl1sZEMAFuUCGfAWgi8WBAd+K/Bngr+HvP7etnxq34ngSX7cUPJHAoAWmASAQgL5j8rDApdszcjAJWKQJw5qACHw3ICUiECdZMAnKUihB7MAF/M0E6AW0I8B/AZefy73H40i93NDyR8JAFpEIqCdJdA3Hg5Yx8MCee0AYh8SII5qgG8iEMjrtyYDLj1ppBYEcAB7xXnBQN/W2w8J/FKvn+XZ/TzBL5Lczw2z/JEAoNVAAvgsAb6g0A7I8Ws2TJB1k1cQOrZWHxIgHmYKpEIEfKkCiuNoyJ7VSHLgCPK2gG/ymVFi/x6AX+b1s9V8iPzt0jJZ4nP6T52KIfdz497+HVjVDwkAWn0kgIcEeHLgndBzxiYmydpLLpcWEdKqAYTIcwN8JAnWSQRMewO1uES0IkA+Pwiqs4cBey+A70sR8A38UFIgkPv7Xj/39rncHwn4uWFhHyQAaAkRgZ2FGjAF+sE7nYwIXJqTgcH6ARZqAKkWDyJ+wgIuRCCC1++NEIxqD2SWu72XB/apBgQAfkKkSX7Lc3Nk/tnnQi7XWzVM9EMCgNYWNaCXKHg5Gdt8acW716kBYmIQJCwQmgiEIgOa4+ko9E7m4TAW5jP9EoOQwE+G5P7l2TmyeOJEnuj3/7N398ltG2ccx3cJUpQl6sXtBXiD6AbhDaIbWDdIc4K2J4gznelM/3Nu0N5AvoFzA/XfNrHppLId8WWLZwnYIAmAeF0uwe9nhkPGfLGrcvX89tkF4BCzfgIAutYNsF+A/mAVBD4fMZASBJSqtklQOQoCvoeBgu/ThzKCTQtvafsUwY13A1ou/Bvt/nk445/9x3nhZ9ZPAEDXuwFrQWB0WawboFTxZYGGg0D6S3Txb7Sj/QBNv9fnwWpae3GN9zZ+JIAp8sddKPzM+gkA6EA3QA4XvCn1hUgGgc1uQFbRz1oWUCr7JEN1g4CrrkDVUaL9Gp1FPqqNw/udf0YrRwKUnO2XCQXx4411flnjf9pP4X9Q7PAnAKAzQeAv4d23qsBZBLeCwNUfVfBsFJ1VUCeOAFD5mwSVytkfUCEIFHhOl2sXuJ/x6w6NYOPR57bWETDpT5kan7+r8CtZ4/8QFf7Hffy6eKlWx/Yz6ycAoEMhYKxWewMmpb8gctTAxXPVv3y+CgKq5LKAchgEmgoDLgLBMY9An5YA6hb9KqHAeFf4Zbb/XVj43/DbkgCA7gaBW7VaFhhXCQLB2ch2BfRgsHtZQO0/CKS/TJf/9us9japjvhxw1c+ptATgoPBnzPhn76a28MtZ/PZgGhX+V/x2JADgOEKALAXIBsHSywIxGwQun6ve6dnuZQGVHg50xnJB6SDQRFfAxYyfJYB2PrdyR6Bi0W+g8MtJe2Y/v1Wz6XRfhV/Q7gcB4IiDwFj3gu/NcnFb9TN6J0O7NNAfXW0sC6QEgZxwoF0FgTbCQN1RxBKAw45AS0W/aOGXc/WHs/35r7+5PHPfpntFux8EAERBYKJWhw1OKn+JZHkgDAGDq+d286DOubzw9n/nBIGswwdbDwN7DARdGZ1eLAGY7Je0dbGglMP55u+mavbu/b7W92MPUeHnmH4QALAVBO6iIDCu8zmyPNC/uFLB+Wh7f0BeEEi81nkQaDMMtD3Sjn0JoOmiX2W2n1L4ZbYv6/tS/Jf7a/MLafFLq/8lv+VAAMCuIPCnKAhc1/pi9Qc2BNi9AnbTYIUgoFT6XoK0b24LZ/prNRAc++hrbBnA5L+kzTMFmmTxX/3H/P1vtuhLm98Dfw1vL1nnB7+CUCYE1N4ouNYVOD1T/YvLMBBcrJ9TYC0IpMz0M4NAza5Ao2Eg5VnNyGysU2CKf6iTop8x23/6+Re1CIv+nmf7sVfRrP+B32YgAMCLIGD3CoQhoH8+st2B1CCgMjoFyVMMq5TQoByEgaqBoM2R1vklgAYLft2ir74UfjNf2IL/9N+3avnpky9DlsIPAgCaDwK9/vB7s5jdGbNs5ovXH9gg0L+8Ur3haYkgULEr0EYYKBwIHIeCg+0OmGJvcXlZ4MRsX3buL6TFLzc/WvwUfhAA4Mb0H38Yzz68vWuqI5AbBjbPLJhR8Le6AmnvqfPNr3EEgK7zF3R6CcCUe6vrywJvHMInxX4RFf09Hr5H4QcBAH50BFSDSwNrX8jBrs5Aga5A3uvrjoKaJwHSTQ9Pb5cATLWP29f1ABItfjvT/9+jr0Wfwg8CAPwJAlr3vjVmed34lzMMA8GzszAQXKhgNNpeHsjoCqyfonj7ucbCQN0RpJseiG0OZ9PsJ+ztZEA5Rf/9rz629yn8IADA+zBwpxo4j0CeYBRtIDw7i65HkFPYdy0RFAkDrgPBjs/xebBWWNJvN3sUKPrLjx/tRXjkeP3lx0++/mjlEL4fpPhT+EEAgNd++dvwdjn/XZYGJm3+PbI8IEFAOgNyv9UVKBUGWuoOuBplut5LS9dX0+L/FtPC+6Ln7M59ae3Lmn5478khe1keEoWf4/hBAMBBdQSkE/BnrXuNHTmQ2x2wYeDC3veGw/Qlgo3Zv9YpI6HN7gCjr7kQUeSCPEatCn54k7a+x7P8pPvw9iNX6AMBAF0IArI34E6tNgyOnXype4HqSSCQMHA6DO/PczsDa3sGqnYHmh5RnAio+OdsFvzHR9val8cHQmb4co7+H7hIDwgA6KRoeeBF+PDW9d8dfA4EpzYc6CDICAUbRxOkBYbUkLDHUeZ6FO97CSBu6T/N1CJax5fZ/QEV/NiDos0PAgCOrCsw1kH/zizmL1x1Bba++HKEQRwITlf7CbJm/vmBYKNDUGZUsQRQ6nVxO1+Kvb35vYaf55Vatfnv+W0AAgCOOQxMwru4K3C9z3+LDQPDoeqdnNgugSwf2E5B0UCQ1SWoMtKOcQkgntkvFtGM/oPdqX/gxT4mrf0fme2DAABsB4HrKARIGJh4M0DCACBBQI460CeDzx0De1GjrECQWfx1tasY+jaKG9rAFxf6uMDHjz088U61/1t0b2rMMp7ts7YPAgBQIAyME2Hgxtd/Z3C+Oh+BdAzkXgJCEIYDFYaGnaFgMxhkjcZDHKGJgBAXeVmvXxX5j+GfLQ9xvb6oeEPfv8Ki/09GMwgAQI0woIPBnTLLF2a5GB/KvzvuEujBSRgQBjYU2HAgzz0bftmEWKjwlzhlYBsjOmPGHxd3sZq5L8NC/2QLffK5IxEX/VeMWhAAgIa9/fvoZjn//dYsZt/43Bko10U4/xIaNoJB8rms1+SP4t3D2xbqzcvZyuF0j4+J1yzXinmHZ++Vir7cs64PAgDgsDMQ3t3qXiCdgRt+InCA9j4IAIBnYSDeQPi18uBoAnTKQ6Lo3/PjAAEA8DsQTHTQ/8Ys5hPVkaUCOCUF/7VatfYf+HGAAAAcaHeg1z+5Xc6fpDsggWDMTwUb5BC9e2b5IAAA3Q4E4ygIEAgo+DLLv2cDHwgAwPEGgptEIGDJoHviYv+Ggg8QAIC8UDCJwsBXUSCgS3BYs3u5/RQVe87ABxAAgMqB4DoKAjYU6F5wc0gnJTqSYm8fM7sHCACAq06BXNnwK7OYx50CgkHzHqLb6/gxm/UAAgDgbTCIbrKMcK08usCRp6bRLF4K/L+jx1MKPUAAALoUDlQiEMQBoevdg3gWL4X+p+jPbHGnyAMEAADrISHeexD7OvF48znX3kTFPPY67TmKO0AAAOA2PDSGIg4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHDY/i/AAF6hslgm0ujQAAAAAElFTkSuQmCC",
"path": "emoji_u1f60f.png"
} | Generate code for a svg of a smirking face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1104.9" gradientTransform="matrix(1 0 0 1 0 -1042)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
</g>
<g id="facial_expressions">
<g id="unamused-face">
<g id="eyes">
<g id="eyebrows">
<path d="M39.37,42.45c1.01,0,1.83-0.82,1.83-1.83c0-1.01-0.82-1.83-1.83-1.83 c-1.95-0.2-3.91-0.06-5.81,0.4c-5.17,1.11-9.73,4.14-12.77,8.47c-1.37,2.09,1.35,3.78,2.95,2.22c4.18-4.21,9.7-6.84,15.6-7.43 l0,0" style="fill:#422B0D;"/>
</g>
</g>
</g>
<g id="smirking-face">
<g id="mouth">
<path d="M46.63,94.31c3.92-0.51,7.74-0.67,11.47-0.88s7.4-0.42,10.85-1c3.2-0.34,6.31-1.24,9.19-2.66 c2.42-1.29,4.18-3.54,4.86-6.19v-0.13c0.51-1.8,2.38-2.84,4.18-2.33c1.48,0.42,2.49,1.79,2.45,3.33c-0.05,2.45-0.69,4.85-1.87,7 c-1.23,2.21-2.95,4.11-5.03,5.55c-4,2.75-8.39,3.76-12.48,4.42c-3.98,0.52-7.99,0.7-12,0.53c-3.92-0.12-7.76-0.46-11.5-0.89l0,0 c-1.85-0.23-3.17-1.91-2.94-3.77c0.19-1.54,1.4-2.76,2.94-2.94L46.63,94.31z" style="fill:#35220B;"/>
</g>
<g id="eyes-2">
<g id="peepers">
<path d="M48.16,55.81c-6.05-1.58-12.44-1.34-18.36,0.69c-1.06,0.41-1.59,1.59-1.18,2.65 c0.38,0.99,1.44,1.52,2.46,1.24c2.37-0.46,4.79-0.59,7.2-0.4c0,0.06,0,0.39,0,0.39c0,4.89,3.17,7.85,6.67,7.85 c1.79-0.02,3.5-0.76,4.74-2.06c2.08-2.21,2.51-5.51,1.05-8.17C50.19,56.97,49.27,56.18,48.16,55.81z" style="fill:#422B0D;"/>
<path d="M96,55.81c-6.05-1.58-12.44-1.34-18.36,0.69c-1.07,0.38-1.64,1.55-1.26,2.62s1.55,1.64,2.62,1.26 l0,0c2.37-0.46,4.79-0.59,7.19-0.4c0,0.06,0,0.39,0,0.39c0,4.89,3.18,7.85,6.67,7.85c1.8-0.02,3.51-0.76,4.75-2.06 c2.05-2.21,2.45-5.49,1-8.13C98.06,56.99,97.12,56.19,96,55.81z" style="fill:#422B0D;"/>
</g>
</g>
</g>
<g id="peepers-2">
<path d="M45.06,59.18L45.06,59.18c1.42-0.68,3.13-0.08,3.82,1.34c0.53,1.11,0.29,2.44-0.6,3.3l0,0 c-1.42,0.68-3.13,0.08-3.82-1.34C43.93,61.37,44.17,60.04,45.06,59.18z" style="fill:#896024;"/>
</g>
<g id="peepers-3">
<path d="M93.06,59.18L93.06,59.18c1.43-0.67,3.13-0.06,3.81,1.37c0.52,1.11,0.28,2.42-0.6,3.27l0,0 c-1.43,0.67-3.13,0.06-3.81-1.37C91.94,61.35,92.18,60.03,93.06,59.18z" style="fill:#896024;"/>
</g>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
<path d="M88.22,42.45c-1.01,0-1.83-0.82-1.83-1.83c0-1.01,0.82-1.83,1.83-1.83c1.95-0.2,3.91-0.06,5.81,0.4 c5.17,1.11,9.74,4.13,12.77,8.47c1.37,2.09-1.35,3.78-3,2.22c-4.18-4.21-9.69-6.84-15.6-7.43l0,0" style="fill:#422B0D;"/>
</g>
</svg> | |
{
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"path": "258de257854a95b68f69fd99729d5bd4f9dbbeac6fb588f5d285616479ea7e82.png"
} | Generate code for a svg of a a black and white image of a check mark on a calendar | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" baseProfile="full" width="24" height="24" viewBox="0 0 24.00 24.00" enable-background="new 0 0 24.00 24.00" xml:space="preserve"><path fill="#000000" fill-opacity="1" stroke-width="1.33333" stroke-linejoin="miter" d="M 19,4L 18,4L 18,2L 16,2L 16,4L 8,4L 8,2L 6,2L 6,4L 5,4C 3.9,4 3,4.9 3,6L 3,20C 3,21.1 3.9,22 5,22L 19,22C 20.1,22 21,21.1 21,20L 21,6C 21,4.9 20.1,4 19,4 Z M 19,20L 5,20L 5,10L 19,10L 19,20 Z M 5,8L 5,6L 19,6L 19,8L 5,8 Z M 10.56,18.46L 16.49,12.53L 15.43,11.47L 10.56,16.34L 8.45,14.23L 7.39,15.29L 10.56,18.46 Z "/></svg> | |
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} | Generate code for a svg of a black, heart-shaped object, possibly representing a round and fat moustache, set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="59.296px" height="59.296px" viewBox="0 0 59.296 59.296" style="enable-background:new 0 0 59.296 59.296;"
xml:space="preserve">
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c0,0,11.594,1.396,22.987,1.512l-0.015,0.011c0.257,0,0.501-0.005,0.754-0.005s0.497,0.005,0.754,0.005l-0.016-0.011
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c-0.833-6.513-7.938-11.6-16.582-11.6c-5.274,0-9.967,1.898-13.021,4.854c-3.054-2.956-7.747-4.854-13.021-4.854
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</svg>
| |
{
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} | Generate code for a svg of a blueberries resting in small clear baskets. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#527ca7" d="m66 45-4 1q-2-7-5-3l-6 1q-1-3 1-4h12z"/><path fill="#6996c0" d="M46 39q3 3-2 6-4-1 0-2l-2-1q0-3 4-3"/><path fill="#2e507e" d="M32 43q-3 3 1 6 3-5 7-2l-2 2 2 3-2 1q-6-6-8 2l1 3h-7v-1l6-9q-2-1-2-3 1-3 4-2"/><path fill="#456b97" d="m42 42 2 1q-4 1 0 2l-2 1 4 2-2 8v-3l-4-1-2-3 2-2q-4-3-7 2-4-3-1-6 4-1 7 2z"/><path fill="#345684" d="M46 39h2l3 5 6-1q3-4 5 3l4-1q3-1 6 2v2q-1-1-3 1l-1 4q-6-7-6 2 3-1 5 2H57v-7q3 0 5-3l-2-2-2 3q-2-6-5 0-3-5-6-2l2 4q7-3 1 2-4-2-2 2l7 1 1 2H39l5-2 2-8-4-2 2-1q5-3 2-6"/><path fill="#4d74a1" d="M28 45q0 2 2 3l-6 9-2-1v-8q-5 2-1 6-2 4-5 2l-2-2q2-7 7-12h3z"/><path fill="#254375" d="M22 54h-1q-4-4 1-6z"/><path fill="#5880a9" d="M82 52q-3 0-4 3-2-2-3 1l2 1v1l-9 1-1-1q-2-3-5-2 0-9 6-2l1-4q2-2 3-1v-2l2-5q5-2 6 4l-3 4z"/><path fill="#1d3357" d="M72 49q3 1 0 5-3-3 0-5"/><path fill="#5181b0" d="m40 52 4 1v3l-5 2h-8l-1-3q2-8 8-2z"/><path fill="#5f8db7" d="M57 58h-1l-1-2-7-1q-2-4 2-2 6-5-1-2l-2-4q3-3 6 2 3-6 5 0l2-3 2 2q-2 3-5 3z"/><path fill="#315a92" d="M82 52v3h-4q1-3 4-3"/><path fill="#a5b7c6" d="M24 58h43l1 1-3 9-1-1 2-7q-1-3-4-1H43l-6 6v-3l1-3q-8-1-14 1-3-2 0-2"/><path fill="#203a64" d="M37 62q-6-1-9 2l-2-2-2-2q6-2 14-1z"/><path fill="#7194b7" d="M21 54v2l2 1v1q-3 0 0 2l2 2q-1 3-4 3-3-8-3 1h-1l-2-10q3 2 5-2"/><path fill="#5a84ad" d="M46 59q0 2 2 2l-2 1 1 4-4-2-5 2v1l-1-2 6-6z"/><path fill="#2e5280" d="M46 59h7q-3 3 0 6l-11 6q0-3-2-3 0-3 3-4l4 2-1-4 2-1q-2 0-2-2"/><path fill="#6987a4" d="M53 59h4l-2 8-1-1-2 1 1-2q-3-3 0-6"/><path fill="#5e8ebc" d="M62 59q3-2 4 1l-5 2 2 4-6-2q1-4 5-5"/><path fill="#426a99" d="m77 58 2 3-5 9-10 1 1-3 3-9z"/><path fill="#3d6697" d="M57 59h5q-4 1-5 5l6 2-2-4 5-2-2 7h-9z"/><path fill="#4c7baa" d="m26 62 2 2q3-3 9-2v3l-5 4q-6-4-10-4 3 0 4-3"/><path fill="#96aec3" d="m53 65-1 2 2-1 1 1h8v2q-6-1-10 2-1-3-3-2v2l-5 1-1 1q-4-1-4-4l-1 3-3-3 2-2v-1l2 2q2 0 2 3z"/><path fill="#315788" d="M22 65q4 0 10 4l5-4 1 2-2 2 3 3h-4l-12-2-4-4q0-9 3-1"/><path fill="#a4b2c2" d="M74 70v2q-6 2-10-1z"/><path fill="#f1edeb" d="m18 66 4 4q-3 0 0 2 6 2 13 1l-1-1h4l1-3q0 3 4 4h14l2-1q3 0 3-3v-2h1l1 1-1 3q4 3 10 1l2 1-6 3H31q-8 0-14-3l-1-2z"/><path fill="#aebbc7" d="m23 70 12 2 1 1q-7 1-13-1-3-2 0-2"/><path fill="#5076a6" d="M63 69q0 3-3 3H45l5-1v-2q2-1 3 2 4-3 10-2"/></svg> | |
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",
"path": "emoji_u1f6b4_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman biking: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a green book with a yellow and green light bulb icon on top of it, set against a green background. | <?xml version="1.0" encoding="iso-8859-1"?>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a light green peas in pods:I'm drawn to the visual appeal of fresh peas, their vibrant green color, which evokes a sense of freshness and vitality. The curve and shape of the pods, with their smooth, rounded edges, contribute to the overall aesthetic. The light green hue, a soft and gentle glow, adds a touch of elegance and a subtle, calming effect. The detail level is high, with intricate details like the subtle texture of the peas and the subtle variations in the light's intensity. The overall impression is one of a beautiful and inviting scene, suggesting a fresh and vibrant harvest. | {
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} | Generate code for a svg of a the light green of fresh peas in their pods. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#c2e391" d="M0 0h96v96H56q3-7 9-13l-4-1 5-2q-1-7 3-2l2-2q-7-8-14-2-1-2-3-1 0-6-3-1l-6-1q-4-2-6-5-3-4 2-7l4-3q5 2 8-3-3-3-3-7l4-4-2-1-5 2v-5l7 2 3-4q2 1 6-1l-2-9 3-2q-3-2-1-5-10 0-4-8-4-4-6 0-2-1-1-3-4-3-9 0l-3 8 3 3q1 4-2 10l2 3q-3 1-3 4-2-3-4-1-4 6-8 2l-1 1-3-5q3-6-1-10-2-3-4-2-2 2-1 5 2 2 5-1v8q-3 2-4 5l-6 2q-3 0-4 2L7 52v7l-4 1q3 7 12 11 3-3 5 2l1-1 5 5 7-8q3-1 1 2 0 3 5 5-2 3 1 6l-4 3q3 2 0 3l2 2q-4 2-7-1h3l-1-3h-2q0-4-2 0l-3 1-1-3-5 5-3 1q-1-3 1-4l-2-2-1 5-4 5-2-1v-2l-5 2 1 3H0z"/><path fill="#cbef70" d="m23 23-5 3q-1-3 1-5 2-1 4 2"/><path fill="#bbe486" d="M83 23h-4v3zl1 1q-9 12-7-2 3-3 6 0"/><path fill="#d1f16f" d="m83 23-4 2v-3z"/><path fill="#9fdc71" d="M23 23v2q-3 3-5 1z"/><path fill="#a1cf77" d="M23 23q4 4 1 10h-1z"/><path fill="#91ca71" d="M23 33q-2 5-1 11l-1 1q-2 3 1 6l-1 1-2-3-1-7q-3-3-5 0v-2l6-2q1-3 4-5"/><path fill="#c2e28e" d="m39 66-3-2-1-1-4-3q-3-2-2-5 0-9-7-11-1-6 1-11h1l3 5 1-1q4 4 8-2 2-2 4 1 0-3 3-4l-2-3q3-6 2-10l-3-3 3-8q5-3 9 0-1 2 1 3 2-4 6 0-6 8 4 8-2 3 1 5l-3 2 2 9q-4 2-6 1l-3 4-7-2v5l5-2 2 1-4 4q0 4 3 7-3 5-8 3l-4 3q-5 3-2 7"/><path fill="#d9f294" d="m22 44 1 2q-2 1-2-1z"/><path fill="#cff473" d="m19 49-2 11-1 2-3-19q-1 8 1 17l-3-2q-2-7-1-13 0-3 3-3 2-3 5 0z"/><path fill="#cef26a" d="M22 44q7 2 7 11h-1q-6 0-6-4-3-3-1-6 0 2 2 1z"/><path fill="#b3e07c" d="m19 49 2 3q0 3 5 6l1 4q-3 1-3 4l-3 2-7-3q1-2 4-1l-1-4z"/><path fill="#70b65f" d="M22 51q0 4 6 4l-2 3q-5-3-5-6z"/><path fill="#9bcc63" d="m17 60 1 4q-3-1-4 1-3-3 0-5-2-9-1-17l3 19z"/><path fill="#99d374" d="M28 55q-1 3 2 5-3 1-2 4l-2-2-1-4z"/><path fill="#cff261" d="m31 60 4 3-5 2-1-1q-1-3 2-4"/><path fill="#b1e464" d="m35 63-5 2-1-1z"/><path fill="#a6d972" d="m36 64 3 2q2 3 6 5l-2 2h-2l-4-5-6-2z"/><path fill="#e5faca" d="M78 70q3 0 0 3z"/><path fill="#bfe28d" d="M13 40v2q-3 0-3 3-1 6 1 13l3 2q-3 2 0 5l7 3 3-2q0-3 3-4l2 2 1 1 1 1 6 2 4 5v5q6-1 2-5l2-2 6 1q3-5 3 1 2-1 3 1 7-6 14 2l-2 2q-4-5-3 2l-5 2 4 1q-6 6-9 13H5l-1-3 5-2v2l2 1 4-5 1-5 2 2q-2 1-1 4l3-1 5-5 1 3 3-1q2-4 2 0h2l1 3h-3q3 3 7 1l-2-2q3-1 0-3l4-3q-3-3-1-6-5-2-5-5 2-3-1-2l-7 8-5-5-1 1q-2-5-5-2-9-4-12-11l4-1v-7l2-10q1-2 4-2"/><path fill="#d3f471" d="M21 62h3q0 4-4 4-1-3 1-4"/><path fill="#caef7b" d="M41 73h2q4 4-2 5z"/><path fill="#caee6c" d="m60 80-6-1-4-2q-2-3-1-4 8-2 11 7"/><path fill="#a0d76d" d="m50 77 4 2 6 1h-7z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a bright red peppers hanging in clusters on the vine. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfafa" d="M0 0h37v1l-2 8q-3 0-4 3-4 0-3 4l3 9q-4 3-3 9-1 11 4 3l1 5q-3-1-3 2l2 6 1 2q-6 2-7-3l1 5q-5-1-5 4 1 6 5 13-2 3-1 8l5-2 2-3q3 3 7 2-5-4-5-8V55l2-3v-5q0-2 3-2-2-1-2-3l4-7q1 2 5 2-1-3 1-3l-1 9q-3 0-2 3l2 19-3 12 2 6 3-18 7-21q2 0 2 3-3 3 0 6 2 5 7 9l-2-8 1-1h1l2 5v-7q-1-2-3-1l-2-5 4 3 1 1 2-8-3-4-3-2q-1-2 1-2h5v-2h-3l-2-1q-1-3 1-4l2-5-4 4q-2 1-1 4v5h-5l1-2-5-2v-7q5-5 3-11l-9-4q-2-3-1-5l6 2 2-1-5-4h47v96H0z"/><path fill="#dbb498" d="M40 0h2v2q-5 3-2-2"/><path fill="#798a43" d="M42 0h7l5 4-2 1-6-2q-1 2 1 5v3q-3-1-3 1l-3-1 3-6q0-3-2-3z"/><path fill="#a67246" d="m37 1-1 9-5 2q1-3 4-3z"/><path fill="#db2e29" d="m47 8 9 4q2 6-3 11v7h-1q-4-4-5-9v5l-1-4 2-10h-4q0-2 3-1z"/><path fill="#d86e5d" d="m65 26-2-1 4-4z"/><path fill="#e83725" d="m63 25 2 1q-2 1-1 4l-2-1q-1-3 1-4"/><path fill="#a09f6d" d="M41 28v2h-2l-4-2-1 1h-2q1-4 5-7z"/><path fill="#f32c26" d="M44 12h4l-2 10 1 4q-1 1 1 4v4q-2 0-1 3-4 0-5-2-2-3-1-5v-2l-4-11 1-3 3 4q1-3-1-5z"/><path fill="#d73e39" d="M75 28q2 0 2 3-7 0-2-3"/><path fill="#e6e3de" d="m52 30 3 5q-3-1-4 2l-2 1-1-8q-2-3-1-4v-5q1 5 5 9"/><path fill="#c89686" d="m62 29 2 1 2 1-2 2q-2 0-1 2h-1z"/><path fill="#f65d4d" d="M66 31h3v2h-5z"/><path fill="#e43629" d="M37 0h3q-3 5 2 2 2 0 2 3l-3 6 3 1-4 1q2 2 1 5l-3-4-1 3 4 11-4-6q-4 3-5 7h2q-2 8 1 15-1 2 2 3v5l-2 1-3-3-2-6 3-2-1-5q-5 8-4-3-1-6 3-9l-3-9q-1-4 3-4l5-2z"/><path fill="#f72e24" d="M39 30q-2 5-2 12l-2 2q-3-7-1-15l1-1z"/><path fill="#81813e" d="m52 30 5 2-1 2v3h-6q1-3 4-2z"/><path fill="#f2342d" d="M57 34h5v11l2 5v3l-1 1 2 8q-5-4-7-9v-6q0-3-2-3l-7 21h-2V43h3l1-6h6z"/><path fill="#b72a23" d="M39 30h2q-1 2 1 5l-4 7h-1q0-7 2-12"/><path fill="#ea2c24" d="m66 37 3 4-2 8-1-1-2-9q0-2 2-2"/><path fill="#b82521" d="m62 35 3 2q-2 0-2 2l2 9-4-3z"/><path fill="#888d4f" d="m48 30 1 8 2-1-1 6h-3l1-9z"/><path fill="#757527" d="m33 42-3 2q0-3 3-2"/><path fill="#818331" d="M37 42q0 2 2 3-3 0-3 2-3-1-2-3z"/><path fill="#a75820" d="M58 47v6q-3-3 0-6"/><path fill="#7b6923" d="M64 50q2-1 3 1l-2 2h-1z"/><path fill="#d6b6a9" d="m32 50 3 3 2-1-2 3h-1q-4-2-7-1l-1-5q1 5 7 3z"/><path fill="#ca3932" d="M67 51v7l-2-5z"/><path fill="#f62f2a" d="M27 54q3-1 7 1l-4 13 1 9-5 2q-1-5 1-8-4-7-5-13 0-5 5-4"/><path fill="#d82f2a" d="M34 55v13q0 4 5 8-4 1-7-2l-2 3-1-9z"/><path fill="#b89b8b" d="M47 65h2l-3 18-2-6z"/><path fill="#f4d2d5" d="M87 82q-2-5-5-4l2-2-1-1q10-4 7 6z"/><path fill="#f1614f" d="M82 78q3-1 5 4l-9-1q1-3 4-3"/></svg> | |
{
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} | Generate code for a svg of a a purple owl perched on a gnarled branch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#caafe7" d="M0 0h96v44q-12 0-18 9l-2-5-1 12q-6 10-14 2 2-11 1-20l-3-5-1-10q2-3 1-5l-5 2q-7-3-15 0l-4-2 1 4q-4 5 0 10-5 10 1 20l4 2 3 2-1 2q-9 1-15-5 1 5 7 6v3q-8 3-14 9-3-1 0-2-6-1-2 2 11 0 19-9 3-2 8-1 2 5 8 3l1-3 4 5-3 2-13 5h-9v-1q-8 2-11 8h-8L0 89v-8l5-9-4-11-1-1z"/><path fill="#703ab8" d="M59 37H45l1-3-2-2q0-3-3-3-1-3-3 0-2 7 6 6l-6 2 1 2q-2 1-2 4v4q2-4 6-3-3 1 0 4l-2 1 2 6q-7-1-2 3l-4-2q-6-10-1-20-4-5 0-10l-1-4 4 2q8-3 15 0l5-2q1 2-1 5z"/><path fill="#b1883f" d="M50 30q2-1 5 1-3 3-6 0z"/><path fill="#b18d40" d="M41 29q3 0 3 3-6 2-3-3"/><path fill="#5b19b8" d="M41 29q-3 5 3 3l2 2-1 3h14l3 5q1 9-1 20-5 2-5-3l2-1q-3-4 0-7l-1-2-1 3-5-12-5 1-1 2-6-4-1-2 6-2q-8 1-6-6 2-3 3 0"/><path fill="#853fd1" d="m39 39 6 4 1-2 5-1 5 12 1-3 1 2q-3 3 0 7l-2 1q-1-3-3 0l-9 1-3-2q-5-4 2-3l-2-6 2-1q-3-3 0-4-4-1-6 3v-4q0-3 2-4"/><path fill="#c0aad9" d="M96 46v11l-9 1 6-7v-2l-7 7-6 2q-1-5 4-8l6-4z"/><path fill="#996f76" d="M53 59q2 0 2 3-3-1-3 1l-9-1 1-2z"/><path fill="#561fba" d="M52 63q2-1 3 2l-1 3q-6 2-8-3z"/><path fill="#cab0e5" d="M96 58v38H5q6-7 15-4v-2h13q-4 1 0 2l2-1q-3-3-1-6l31-10 10-8q2-2 5-1-1-3 1-4z"/><path fill="#baa4d8" d="m0 66 4 6-4 6z"/><path fill="#46216f" d="m43 62 9 1-6 2q-5-1-8 1-8 9-19 9-4-3 2-2-3 1 0 2 6-6 14-9v-3q-6-1-7-6 6 6 15 5"/><path fill="#4c2574" d="M96 44v2h-6l-6 4q-5 3-4 8l6-2 7-7v2l-6 7 9-1v1l-15 4q-2 1-1 4-3-1-5 1l-10 8-31 10q-2 3 1 6l-2 1q-4-1 0-2H20v2q-9-3-15 4H0v-7l15-5h8q3-6 11-8v1h9l13-5 3-2-4-5q-1-3-3-2 0-2 3-1 0-3-2-3 2-3 3 0 0 5 5 3 8 8 14-2l1-12 2 5q6-9 18-9"/><path fill="#4f2b70" d="m0 60 1 1 4 11-5 9v-3l4-6-4-6z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a blue-green planet from a spaceship window:I'm drawn to the visual beauty of a blue-green planet, a vibrant and dynamic scene. The contrast between the deep, dark blue of the sky and the vibrant green of the planet's surface is striking. The perspective is sharp and defined, creating a sense of depth and scale. The overall composition is visually appealing, with a focus on the shape and form of the planet, emphasizing its dynamic movement and the interplay of light and shadow. I'm drawn to the detail and the way the planet's shape is rendered, making it feel both alien and familiar. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a blue-green planet seen from the window of a spaceship. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#03658a" d="M15 0h66l3 4q-6 2-4 9 3 2 0 1L70 7l-6 3-2 5-2 2-4-1-6-1h-8q-4-2-7 1-1-7-7-12-1 2 2 4l-4 2-7 4q-2-4-5 1-3-3-1 0l-9 5-1 11V11z"/><path fill="#036189" d="m84 4 8 8v26l-1-1-5 7h-3q-4 2-6 6-1-3-3-1l2 2q-4-1-4 2t4 4l-5 9-10 8-14 3-9-2q9-1 16-7l-1-1h3l5-9-2-5 2-4 1 2q1-3 4-3-4-1-4-4l4-18 1 2q1-9-7-11l2-2 2-5 6-3 10 7q3 1 0-1-2-7 4-9"/><path fill="#022747" d="M81 0h15v40l-3-5-1-23-8-8z"/><path fill="#036088" d="M42 15q-2-1-2 1-3-1-3 1-4 0-6 3-6 2-9 8l-1-1q-3 0-3 3l-2-1-3 3-8-1 1 2-3 6v-8l1-11 9-5q-2-3 1 0 3-5 5-1l7-4 4-2q-3-2-2-4 6 5 7 12 3-3 7-1"/><path fill="#038a9d" d="M40 16q0-2 2-1h8l-2 2-2 19q1 4-2 8l1 1-5 10-12 14-5-5 7-6q13-19 13-42z"/><path fill="#0394a2" d="M37 17q0-2 3-1h3q0 23-13 42l-7 6-3-6q9-6 12-15l7-24z"/><path fill="#022e51" d="M0 0h15L3 11v28L2 49l-2-5z"/><path fill="#027b95" d="m50 15 6 1q-3 3 2 6 0 19-9 37L39 69l-1-1q-2 3-6 4h-2l-2-3 3-6 9-8 5-10-1-1q3-4 2-8l2-19z"/><path fill="#05a4ab" d="m37 17 2 2-7 24q-3 9-12 15l-2-6 9-13 4-19q2-3 6-3"/><path fill="#035a84" d="m22 28-5 12q-2 6 1 12l2 6 3 6 5 5 2 3v2q-6-7-13-6-3 1-3 4l-7-8-5-15 1-10 3-6-1-2 8 1 3-3 2 1q0-3 3-3z"/><path fill="#0ab4b4" d="M31 20h2l-6 19-9 13q-3-6-1-12l5-12q3-6 9-8"/><path fill="#1e9fa8" d="m0 44 2 5 5 15 7 8v1l-3 2Q3 65 0 55z"/><path fill="#06517e" d="m93 35 3 5v13l-2 3q-5 0-5 4l-6-2-2 2-1-1q2-3-1-4l-1 6 3 1-2 6q1 2-1 3 0-8-3-1l-4-4 5-9q3-4 0-6l-2-2q2-2 3 1 2-4 6-6h3l5-7 1 1z"/><path fill="#0a869a" d="M76 51q3 2 0 6-4-1-4-4t4-2"/><path fill="#036f90" d="m56 16 4 1q8 2 7 11l-1-2-4 18q0 3 4 4-3 0-4 3l-1-2-2 4 2 5-5 9h-3l1 1q-7 6-16 7l-6-3q4-1 6-4l1 1 10-10q9-18 9-37-5-3-2-6"/><path fill="#0b497c" d="M94 56q-3 24-26 33l-16 1h-3l-8-1q-8-3-2-9 1 2-1 3l2 2 3-2 10 1v-3l2-3 6-4 10-8 4 4q3-7 3 1 2-1 1-3l2-6-3-1 1-6q3 1 1 4l1 1 2-2 6 2q0-4 5-4"/><path fill="#022543" d="M30 74q0 5-5 7-3-3-5 0-3-1 0-3l-2-1-4-4v-1q0-3 3-4 7-1 13 6"/><path fill="#10587e" d="m14 73 4 4q-3 0-2 3l-5-5z"/><path fill="#29b3b0" d="m0 74 9 9-4 3-5-4z"/><path fill="#084d79" d="M30 72h2l6 3 9 2 14-3-6 4-2 3v3l-10-1-3 2-2-2q2-1 1-3-6 6 2 9-3 0-3 2l-6-3q0-3 3 0v-2l-10-5q5-2 5-7z"/><path fill="#2da9aa" d="m18 77 2 1q-3 2 0 3 2-3 5 0l10 5v2q-3-3-3 0l6 3q0-2 3-2l8 1v3l-9-1q-15-3-24-12-1-3 2-3"/><path fill="#2dc4be" d="m0 84 3 4-3 2z"/><path fill="#167486" d="m0 82 5 4-2 2-3-4z"/><path fill="#022644" d="M0 55q3 10 11 20l5 5q9 9 24 12v4H6l7-8q-3-5-3 1-4 2-7 7H0v-6l3-2 2-2 4-3-9-9z"/><path fill="#1d99a3" d="M96 53v12q-8 18-26 27l-2-3q23-9 26-33z"/><path fill="#1a8390" d="M6 96H3q3-5 7-7 0-6 3-1z"/><path fill="#043b5f" d="m68 89 2 3q-9 1-15 4h-1v-1l-2-5z"/><path fill="#012544" d="M96 65v31H55q6-3 15-4 18-9 26-27"/><path fill="#1b818e" d="M49 90h3l2 5-11-1q-2 0-2 2h-1v-4l9 1z"/><path fill="#22ada6" d="M54 95H41q0-2 2-2z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden bridge spanning a wide river. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4e8c9" d="M24 0h72v46q-17 2-32 7l-6-1-2-9q-1-3-1 0-8-5-17-5-6-6-10-1l-10 4-2-1q-3-1-2-2 2-4 6-3l1-3 4-1q-5-4 1-9h3l-2-10 3-1-5-8 1-2z"/><path fill="#f2e7c9" d="M0 0h24l2 1-1 2 5 8-3 1 2 10h-3q-6 5-1 9l-4 1-1 3q-4-1-6 3-1 1 2 2 0 3-3 1l-4 2q-6-3-9 0z"/><path fill="#f2e6bf" d="M55 43v9l-9-1-1-7-7-2H27q-3 2-2 7H14q-8-2-14-1v-5q3-3 9 0l4-2q3 2 3-1l2 1 10-4q4-5 10 1 9 0 17 5"/><path fill="#ead8a6" d="M27 42h10v8h-8q-3-4-2-8"/><path fill="#daaf69" d="M27 42q-1 4 2 8l-4-1q-1-5 2-7"/><path fill="#dab780" d="m38 42 7 2v7l-5-1q7 0 1-4l-1 3q-1-11-1 1h-1z"/><path fill="#ae6b44" d="M0 48q6-1 14 1-3-1-4 1H0z"/><path fill="#ebe9be" d="M40 50h-1q0-12 1-1l1-3q6 4-1 4"/><path fill="#ab521d" d="M37 42v8l1 2-2 5v-6H24q-8-2-14-1 1-2 4-1h11l4 1h8z"/><path fill="#f0e2bb" d="M0 50h10q6-1 14 1l-1 4q-8-3-14-1-2 2-1 3l-8-1z"/><path fill="#e6ce77" d="M96 46v6l-17 4-15-3q15-5 32-7"/><path fill="#ae6632" d="M55 52q3 0 2 3l-10-3q-2 1-1 4l-2-4h-5l-1-2h2l5 1v-7l1 7z"/><path fill="#e2d392" d="M24 51v7L8 57q-1-1 1-3 6-2 14 1z"/><path fill="#e4ca79" d="m57 55-11 2v-1q-1-3 1-4z"/><path fill="#c5b272" d="m64 53 15 3 17-4v12H80q-3-6-6-1l-11-4q0-5-4-4-2 6-2 0 1-3-2-3v-9q0-3 1 0l2 9z"/><path fill="#eae5c2" d="M27 51h6l3 1 1 11-10 2z"/><path fill="#e5e6d0" d="m0 56 8 1 17 1v8L0 68z"/><path fill="#e0d5a6" d="M57 55q0 6 2 0 4-1 4 4-5-1-5 4v-3l-12 1v-4z"/><path fill="#bfac6f" d="M33 51h4v6l2-5q-1 5 1 11 1-2 4-1V52l2 4v5l12-1v3L41 73q-2 0-1 2-6-6-13-5-3-7 0-12v7l10-2-1-11z"/><path fill="#e5daaa" d="M39 52h5v10q-3-1-4 1-2-6-1-11"/><path fill="#cbae64" d="M25 51h2v7q-3 5 0 12L0 74v-6l25-2z"/><path fill="#daddc6" d="m63 59 11 4q3-5 6 1h16v14q-28 0-55-3h-1q-1-2 1-2l17-10q0-5 5-4"/><path fill="#6a6043" d="M27 70q7-1 13 5h1q7 8 20 10 9 4 18 11H0V74z"/><path fill="#c5cfbb" d="M41 75q27 3 55 3v6l-7 2-28-1q-13-2-20-10"/><path fill="#b8c3af" d="M96 84v12H79q-9-7-18-11z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a distant planet surrounded by glowing dust. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8e1b2" d="M0 0h24q2 4 6 7l4-2 5 4-4 2q-1 3 1 8l-3 1-3 1-4-6-1 1q-3-2-3-5-7 0-2 4-3 0-4 3-2-2-3 1l-2-1-5 2q-5 3-2 8 1-3 4 0l-6 3q1 4-1 10l-1-1z"/><path fill="#fae2b1" d="M24 0h69l-1 5h-3q-2 0-2 3l-8-5-3 3q-1-2-3-1V2h-3q0 5-5 7v3l1 4q2-3 3 0l-2 1 2 7 1-2q3 2 3 6 1-3 4-3l3 7q-15-4-21-18l-2 2h-4q-7 2-12 6-4-2-7 1l-1-3 3-1q-2-5-1-8l4-2-5-4-4 2q-4-3-6-7"/><path fill="#f8e1b2" d="M93 0h3v36h-3q-3 0 0 2-3 5-4 0-9 2-9-6l-3-7q-3 0-4 3 0-4-3-6l-1 2-2-7 2-1q-1-3-3 0l-1-4V9q5-2 5-7h3v3q2-1 3 1l3-3 8 5q0-3 2-3h3z"/><path fill="#f8dfb0" d="M30 21q-3 0-5 3-4-3-7 2l-1-1-6 6q9 2 0 9l-1-1-3 3-1-1-3 4-3 1v-6l1 1q2-6 1-10l6-3q-3-3-4 0-3-5 2-8l5-2 2 1q1-3 3-1 1-3 4-3-5-4 2-4 0 3 3 5l1-1z"/><path fill="#f9dfab" d="M80 32q0 8 9 6 1 5 4 0-3-2 0-2h3v9q-3-1-5 1l-5-6q-1-1-3 1-3-4-7-3L56 28l-9 1-2-2q-5 0-8 3l-6-3q-6 2-10 7v5l-5 3-13 3 3-4 1 1 3-3 1 1q9-7 0-9l6-6 1 1q3-5 7-2 2-3 5-3l3-1 1 3q3-3 7-1 5-4 12-6h4l2-2q6 14 21 18"/><path fill="#f9dda6" d="M47 29q-2-1-2 1-4-1-5 2-3 0-4 2-9 0-15 4v-4q4-5 10-7l6 3q3-3 8-3z"/><path fill="#fbdfa5" d="m76 38-11-2-1 1q-4-6-10-7h-9q0-2 2-1l9-1z"/><path fill="#feeb8f" d="M45 30h6l2 1-12 4-2-1 1-2q1-3 5-2"/><path fill="#fde993" d="M51 30h3l4 3h-8l-7 2h-2l12-4z"/><path fill="#fde399" d="M54 30q6 1 10 7l2 1-1 3q-7-6-16-4-1-3-3-2l1 1-5 2h-5q2-3 6-3l7-2h8z"/><path fill="#fee593" d="m40 32-1 2 2 1h2q-4 0-6 3l-6 4v-3l5-5q1-2 4-2"/><path fill="#fcdc99" d="m66 38 9 1 11 5-2 11q-8 2-11 10l-4 2-11-1q-7 1-12 5 0-3 2-4l8-2 1-1q3-1 8 1l7-3 12-12q1-4-1-6-4-2-7-1l-2-1q-3-3-6-2l-2 6q-2-3-2 0-5 3-11 0l-3 1-1-3h-3l-1 1q4 1 1 5h-7q-1 3 2 5l3 3-6-3-3-8q3-3 2-6 3-1 0-3h5l5-2-1-1q2-1 3 2 9-2 16 4z"/><path fill="#fcde9a" d="m36 34-5 5q-3-2-6-1l-4 1v-1q6-4 15-4"/><path fill="#fddc93" d="M37 38q3 2 0 3 1 3-2 6l3 8-5-4q-5-5-2-11v2z"/><path fill="#fdd788" d="M25 38q3-1 6 1v1q-3 6 2 11v4l-3 1-2 4v-6l1-1-6-3-9 2q-1-3-1 0-3-3-1-6h10l2-6z"/><path fill="#fde2a5" d="M76 38q4-1 7 3 2-2 3-1l5 6-1 2 2 8q-4 2-1 6l-2 9-1-3-2 7-2-2h-2q-1-3 2-5v-9l1 1 3-6-1-2q2-3 1-7l-2-1-11-5-9-1-2-1 1-1z"/><path fill="#fddf91" d="m25 38-1 2-8 3v-1l5-3z"/><path fill="#fdd687" d="m74 42 2 1-2 2q4 0 8 3l-8 1q-1-7-6-2-1-8 6-5"/><path fill="#fdd383" d="m24 40-2 6H12v-1q1-2 4-2z"/><path fill="#fde19f" d="M16 42q-3 0-4 2l-4 1H5l1 9-3-1-1-4-2 1v-5l3-1z"/><path fill="#fcd891" d="M74 42q-7-3-6 5l-4 10q-6 4-12 5l1 3q1-2 4-1l-1 1-8 2q-2 1-2 4l-1 1q-8-1-13-6 6 1 11 4l7-7-2-4q2 0 3 2 9 0 11-8l2-7q0-3 2 0l2-6q3-1 6 2"/><path fill="#fee8ab" d="M96 45v21l-4-10-2-8 1-2q2-2 5-1"/><path fill="#fddd98" d="m8 46 2 10 5 4 1 5-2-1v-4H8q0-4-2-5l-1-9z"/><path fill="#fad999" d="m64 46-2 7q-2 8-11 8-1-2-3-2l-4-1-3-3 1-1q5 5 11 3l3-3-6-7 3-1q6 3 11 0"/><path fill="#fcd182" d="M28 54q-2 3-5 1l-1 2-3-4q-3 2-5-1l9-2 6 3z"/><path fill="#fedb8f" d="M76 43q3-1 7 1 2 2 1 6L72 62q0-5 5-8l-3-3v-2l8-1q-4-3-8-3z"/><path fill="#fcd58b" d="m33 51 5 4 6 3 4 1 2 4-7 7q-5-3-11-4-1-4-4-4l-3-1-1-1h4l2-4 3-1z"/><path fill="#f9d99c" d="m50 47 6 7-3 3q-6 2-11-3l-1 1q-3-2-2-5h7q3-4-1-5l1-1h3z"/><path fill="#f8c979" d="M74 49v2l-2 3v3l-6 2q-2 0-2-2l4-10q5-5 6 2"/><path fill="#fcd387" d="M14 52q2 3 5 1l3 4 1-2q3 2 5-1v6h-4l1 1q-3 1-3 4h-4q-2-6-5-9v-4q0-3 1 0"/><path fill="#fddf9f" d="m86 44 2 1q1 4-1 7l1 2-3 6-1-1q-6 2-11 6 3-8 11-10z"/><path fill="#fce2ab" d="m92 56 4 10v8l-3 5-2-1-2 8 3 8-1 2H1l6-6 22 4 26-2 13 1q6-4 8-12l6-8h2l2 2 2-7 1 3 2-9q-3-4 1-6"/><path fill="#fcd68c" d="M64 57q0 2 2 2 2 3 6 3l-7 3q-5-2-8-1-3-1-4 1l-1-3q6-1 12-5"/><path fill="#fbe1ab" d="M12 70Q2 72 3 83l-1-5-2 2V63l2-4 6 4q0 4 4 7"/><path fill="#fcdfa5" d="M6 55q2 1 2 5h6v4q0 4 4 7l12 2 1-2 3 4q2-5 2 1 5-1 10 2l4-5 2 1q2 4-3 4l-16 2q-1-3-3-1l-5-2-13-7q-4-3-4-7l-6-4-2 4V51l2-1 1 4z"/><path fill="#fbcf81" d="m74 51 3 3q-5 3-5 8-4 0-6-3l6-2v-3z"/><path fill="#fbdea5" d="M84 59v9q-3 2-2 5-9 0-15 5-3-3-6 0-4-4-9-4-1-1 1-3 4 0 8-3l1 1 7-2 4-2q5-4 11-6"/><path fill="#fcdda0" d="m14 64 2 1 2 2q11-3 21 5h6l1-1q5-4 12-5l11 1-7 2-1-1q-4 3-8 3-2 2-1 3l-2-1-4 5q-5-3-10-2 0-6-2-1l-3-4-1 2-12-2q-4-3-4-7"/><path fill="#fcdb99" d="M32 66q5 5 13 6h-6q-10-8-21-5l10-3z"/><path fill="#fdd993" d="M12 45q-2 3 1 6v4q3 3 5 9h4l6-3q3 0 4 4l-4-2-10 3-2-2-1-5-5-4-2-10z"/><path fill="#fadfab" d="m12 70 18 9q2-2 3 1l16-2q5 0 3-4 5 0 9 4 3-3 6 0 6-5 15-5l-6 8q-2 8-8 12l-13-1-26 2-24-5-4 7H0V80l2-2 1 5q-1-11 9-13"/><path fill="#fde6b0" d="M96 74v22h-5l1-2-3-8 2-8 2 1z"/></svg> | |
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",
"path": null
} | Generate code for a svg of a black and white silhouette of the Roman Colosseum, depicted in a simplified and stylized manner. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
{
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} | Generate code for a svg of a a small wooden table set with a teapot and cups. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#edddbe" d="m50 43-7-1v3h-1q-7-2-13-1l13-2-2-2q5 0 8-4z"/><path fill="#e1a35b" d="m56 49 2 2 16 2-5 1-27-1 9-2q1-3 5-2"/><path fill="#d8ab74" d="M69 56H52q8-2 17-1"/><path fill="#f9dfaf" d="M50 43h18l6 5v5l-16-2q5 0 6-5l-9-1q-1 1 1 4-4-1-5 2l-9 2 27 1v2q-9-1-17 1h17l9 12h-5l-15-2 2-1q-4-2-6-5l1-2h-4l-13 3H26q-3 1-3 4l-1-1q1-4 4-6l1-5q-4-1-6-4 3-4 8-6 6-1 13 1l-2 1q-6-3-9 1h-2q0 4 3 7h5q3-3 3-7l7-1q-3-2-4-1v-3z"/><path fill="#d9cfb6" d="m31 47 5 1q-3 2-2 6h3-5q-3-3-3-7z"/><path fill="#f6f6f1" d="M40 46q0 4-3 7h-3q-1-4 2-6l-5-1q3-4 9-1"/><path fill="#f1f2eb" d="m58 51-2-2q-2-3-1-4l9 1q-1 5-6 5"/><path fill="#cb9057" d="M42 45q1-1 4 1l-7 1v-1z"/><path fill="#f9dba5" d="M54 61q2 3 6 5l-2 1 15 2H60q-20-1-38 1-3-3 0-5l1 1q0-3 3-4h26z"/><path fill="#d99d60" d="m54 61-2 1H38l13-3h4z"/><path fill="#a67142" d="M63 70q8 0 0 2z"/><path fill="#dc9c5e" d="M22 70q18-2 38-1v1q-15-1-28 1-6 6-6 15l-4 1q-1-9 2-16z"/><path fill="#e6b173" d="M60 70v-1h18l-5 2q0 5-3 8H55q-2-3 1-4l7-3q8-2 0-2z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white icon featuring a smartphone with a lock symbol on its screen. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M316.952,235.886v-9.752c0-33.609-27.343-60.952-60.952-60.952c-33.609,0-60.952,27.343-60.952,60.952v9.752
c-6.732,0-12.19,5.459-12.19,12.19v85.333c0,6.732,5.459,12.19,12.19,12.19h121.905c6.732,0,12.19-5.459,12.19-12.19v-85.333
C329.143,241.345,323.684,235.886,316.952,235.886z M219.429,226.133c0-20.165,16.406-36.571,36.571-36.571
s36.571,16.406,36.571,36.571v9.752h-73.143V226.133z M304.762,321.219h-97.524v-60.952h97.524V321.219z"/>
</g>
</g>
<g>
<g>
<circle cx="256" cy="290.743" r="12.19"/>
</g>
</g>
<g>
<g>
<path d="M363.276,0H148.724c-28.232,0-51.2,22.968-51.2,51.2v409.6c0,28.232,22.968,51.2,51.2,51.2h214.552
c28.232,0,51.2-22.968,51.2-51.2V51.2C414.476,22.968,391.508,0,363.276,0z M390.095,460.8c0,14.788-12.031,26.819-26.819,26.819
H148.724c-14.788,0-26.819-12.031-26.819-26.819v-59.124h268.19V460.8z M390.095,377.295h-268.19V115.361h268.19V377.295z
M390.095,90.98h-268.19V51.2c0-14.788,12.031-26.819,26.819-26.819h214.552c14.788,0,26.819,12.031,26.819,26.819V90.98z"/>
</g>
</g>
<g>
<g>
<path d="M288.305,47.746h-64.61c-6.732,0-12.19,5.459-12.19,12.19c0,6.732,5.459,12.19,12.19,12.19h64.61
c6.732,0,12.19-5.459,12.19-12.19C300.495,53.205,295.036,47.746,288.305,47.746z"/>
</g>
</g>
<g>
<g>
<circle cx="256" cy="446.379" r="24.381"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
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<g>
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<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a vivid orange sunset reflected in a lake. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fd8138" d="M0 0h26q-3 2 1 2l-2 1 2 4q5-1 3 5-6-6-10 1 6 3 12-1 4 5 8-1l4 1 1-4 3 4 2-2 3 3-1 1q3 0 5 4-22-6-31 13-14-4-26-4z"/><path fill="#fe833a" d="M26 0h70v26l-28 5-2-5-14-12 1-1-3-3-2 2-3-4-1 4-4-1q-4 6-8 1-6 4-12 1 4-7 10-1 2-6-3-5l-2-4 2-1q-4 0-1-2"/><path fill="#fe731c" d="m57 18 9 8 2 5-19 5q-12-5-23-5 9-19 31-13"/><path fill="#f14c16" d="M96 26v6q-19 0-36 5a226 226 0 01-60-4v-6q12 0 26 4 11 0 23 5a249 249 0 0147-10"/><path fill="#090b25" d="M96 32v11H57q-11-3-20-1-9 0-15 3-7 0-13 4H0V33l23 3q18 2 37 1 17-5 36-5"/><path fill="#391726" d="M65 44v-1h31v2q-5-1-8 3z"/><path fill="#782827" d="M22 45 9 49q6-4 13-4"/><path fill="#fb6c1d" d="M57 43h8v1q-1 5 5 6h-3l-2 5q-22 16-39-5l-4 3-22 3v-7h9l13-4q17-3 35-2"/><path fill="#ae3722" d="m70 45 18 3q3-4 8-3v5l-20-2z"/><path fill="#f55e1c" d="m65 44 5 1 6 3 20 2v5l-24-4-2-1q-6-1-5-6"/><path fill="#fd8139" d="m70 50 2 1 24 4v1q-7 0-3 5-2 5 1 9l-1 9-5-4 3-2-14-2-2 1-4-5h-4l-5 5 2 8 2 1q-5 1-2 4l-13 2-3 4q-4-3-6-2l2-4q-5-2-2-5h-5l-3 5-2-3-4 2q-1-3 1-5-3-4-6-3 6 2 0 4 3 1 0 2 3 2 0 3l3 3q-4 2 1 4h-8l3-3q-6-3-10-2-3 1-3 4 0-3-2-3-3 9-2-1-3-1-3-4l3-1q-3-1 0-3l-5-7V56l22-3 4-3q17 21 39 5l2-5z"/><path fill="#fd843d" d="M96 56v40H0V72l5 7q-3 2 0 3l-3 1q0 3 3 4-1 10 2 1 2 0 2 3 0-3 3-4 4-1 10 2l-3 3h8q-5-2-1-4l-3-3q3-1 0-3 3-1 0-2 6-2 0-4 3-1 6 3-2 2-1 5l4-2 2 3 3-5h5q-3 3 2 5l-2 4q2-1 6 2l3-4 13-2q-3-3 2-4l-2-1-2-8 5-5h4l4 5 2-1 14 2-3 2 5 4 1-9q-3-4-1-9-4-5 3-5"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a set of keys hanging on a hook. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h48l-1 16q-1 3 3 6-3 2-4 6 3 5 3 11 0-7 5-11l-3-5v-4q-3 0-3-3l2-16h46v96H0z"/><path fill="#9e7867" d="M48 0h2l-2 16q0 3 3 3v4l3 5q-5 4-5 11 0-6-3-11 1-4 4-6-4-3-3-6z"/><path fill="#f8f5f2" d="M49 25q3 0 3 3-3 8-5 0z"/><path fill="#37312e" d="M52 47q-4-2-7-1v-6h10l1 9z"/><path fill="#f4eeda" d="M45 47h4v19l-4-3q2-5-2-5z"/><path fill="#947f63" d="M45 47v-1q3-1 7 1-3 9-3 19V47z"/><path fill="#be6e5d" d="M43 58q4 0 2 5-5-2-2-5"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a phone screen showing an incoming call. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafcfd" d="M0 0h96v64q-9-5-17-2l-13 7-2 6-3-48q-6-2-11-1-8-3-14-1l-1 2-2 1 2 49 2 1q-4 2 1 4l16 2v3l1-1q6 3 7 10H0z"/><path fill="#4b4d4f" d="M50 26q5-1 11 1-10 2-21 1l-1-1q5-2 11-1"/><path fill="#f1f8fa" d="M50 26q-6-1-11 1l1 1q11 1 21-1l1 49H35a301 301 0 011-51q6-2 14 1"/><path fill="#e9caba" d="M41 39q1-1 4 1-8 3 1 5 0-6 1 1-9 0-6-7"/><path fill="#9a9c9f" d="M61 27q2 0 2 2l-2 49-24-2h25z"/><path fill="#e9f4fa" d="m63 29 3 40 13-7q8-3 17 2v32H62q-1-7-7-10l-1 1v-3l-16-2q-5-2-1-4h24l1-1z"/><path fill="#86888a" d="M35 27q-3 24 0 49v1l-2-2z"/><path fill="#46484b" d="M35 77v-1h2l24 2H37z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a ceramic teapot resting on a wooden tray. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v96H0z"/><path fill="#838177" d="M65 48v-6q8-3 9-10 3-4 9-3 0 4-4 2-3-1-4 2-3 9-10 15"/><path fill="#dadfd6" d="m47 29 8 3v3q-6 3-12 0l-1-2z"/><path fill="#cdc9b6" d="M36 51q-4-1-5 2l-3-3-2-1q0-8-4-14 0-2 2-2 9 6 12 17"/><path fill="#c4cbc0" d="M74 32q-1 7-9 10v6q-4 3-4 8-12 4-23 1h-1l-1-5v-1l6-1q4-8 14-9l7-4h6z"/><path fill="#9d8f7d" d="m65 48 11 2-11 1-2 3-2 2q0-5 4-8"/><path fill="#673e2d" d="m26 50 2 1q-6 0-8 5-2-3-1-5 3-2 7-1"/><path fill="#e6c8ac" d="M77 50q2-2 5-1v4l-2-3z"/><path fill="#cf9f74" d="M19 51q-1 2 1 5-1 3 2 6l-1 2-4-4v-8z"/><path fill="#71452e" d="M76 50h3l-1 3-7 1q-2 10-11 10l-19-1-8-4q-2-1-1-3l2-3 2 4h1q1 3 5 4l13 1 9-2q1-4-2-6l2-3z"/><path fill="#e6b27b" d="m80 50 2 3v5q-3 8-12 9l-16 2-28-2-5-3 1-2q-3-3-2-6 2-5 8-5l3 3 2 2q-1 2 1 3l8 4q4 3 11 3l8-2q9 0 11-10l7-1z"/><path fill="#473a37" d="m60 58-4 4-13-1q9 0 17-3"/><path fill="#909694" d="m61 56-1 2q-8 3-17 3-4-1-5-4 11 3 23-1"/><path fill="#573325" d="M63 54q3 2 2 6l-9 2 4-4 1-2z"/><path fill="#888476" d="m36 52 1 5-2-4-2 3-2-2q1-3 5-2"/><path fill="#8f5a39" d="m42 63 19 1-8 2q-7 0-11-3"/><path fill="#8f6245" d="m17 60 4 4 5 3q-3 0 0 2l5 2q3-2 9-1-1 3 3 5-15 0-25-9-2-3-1-6"/><path fill="#7c4e34" d="m26 67 28 2h7l-17 3 12 2v1H43q-4-2-3-5-6-1-9 1l-5-2q-3-2 0-2"/><path fill="#966443" d="m70 67-3 1 8 1-19 5-12-2 17-3h-7z"/><path fill="#866149" d="M82 58q2 6-3 11-11 6-23 6v-1l19-5-8-1 3-1q9-1 12-9"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a vibrant red roses blooming in a summer garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4e9d4" d="M0 0h96v45q-6 0-7 5 0-3-2-3-7-3-9 4 0 2 3 2l-5 2q3 2-1 3l2 1-1 1q-9-1-4 6l-1 5q0-4-2-1l-3-3q0-4-3-7-6-2-11 1-3-4-6-5 2-3-1-2l-3 1v6q-2 0-2 3l-1-5q3-4 1-7-1-3 1-4l5-1 5-6q-8-11-17-2l4 7v6q-2-3-1-4-10 0-1 5l-3 2q-4-3-7 0 2 4 7 2l3 2-1 3q-7-3-3 4 0 2 2 3l-4 3q-8-7-17-3v-4l-4-5-1 1-1-2v6l-4 1-3-1v-3q5-2 5-7l-3-1q0-4 3-7l-2-1v-6l1-3H0z"/><path fill="#e9433c" d="M0 37h4l-1 3H0z"/><path fill="#ef252c" d="m46 47-8-1-4-7q9-9 17 2z"/><path fill="#fbbda2" d="M12 39q7 0 5 8l-5 1q0-5-2-2l-5-3z"/><path fill="#9ab996" d="M0 40h3v6l2 1q-3 3-3 7H0z"/><path fill="#565046" d="m38 46 8 1-5 1q-2 1-1 4h-2z"/><path fill="#f74e4c" d="M87 47q-5 0-4 5l-5-1q2-7 9-4"/><path fill="#f6dbc3" d="M96 45v46l-8-5q2-1 1-3 8-3 0-6h-4l1 5q-2 7-5 0v-9q-3-1-4 2h-1q-1-3 1-6l-3-1q6 0 6-6l-4-2 1-1-2-1q4-1 1-3l5-2q-3 0-3-2l5 1q-1-5 4-5 2 0 2 3 1-5 7-5"/><path fill="#357f5e" d="m38 52-2 1q-9-5 1-5-1 1 1 4"/><path fill="#ec3031" d="m61 51 9 1-7 6q-8-3-2-7"/><path fill="#3c8a61" d="M33 55v2q-5 2-7-2 3-3 7 0"/><path fill="#f03233" d="M38 52h2q2 3-1 7h-3l-3-2v-2l3-2z"/><path fill="#ef3936" d="M0 54h2l3 1q0 5-5 7z"/><path fill="#3f8f66" d="M52 61q-3 0-3 3l-7-3v-6l3-1q3-1 1 2 3 1 6 5"/><path fill="#c24f53" d="M14 60q2 0 1 2z"/><path fill="#c3554b" d="m13 65-2 2q-3-1 0-2H7v-6l1 2 1-1z"/><path fill="#94b791" d="M36 59h3l1 5q0-3 2-3l7 3v9q-5-1-8 3l-1-9q-2 4-1 10-6-1-8 5l-4 1 3-7q6 1 6-6 3-2 2-5-4-2-6 1-4-7 3-4z"/><path fill="#f21e26" d="m76 60 4 2q0 6-6 6l-2-2q-5-7 4-6"/><path fill="#509e6e" d="m0 65 3 1q2 6-3 3z"/><path fill="#37936a" d="M30 76v-4l4-3q-2-1-2-3 2-3 6-1 1 3-2 5 0 7-6 6"/><path fill="#469c67" d="m12 70-1 2q-8 3-4-4l1 2q3-4 4 0"/><path fill="#2b8354" d="M0 71q3 0 3 5l-3 1z"/><path fill="#c0cbad" d="m13 69-1 1q-1-4-4 0l-1-2q-4 7 4 4l-8 4q0-5-3-5v-2q5 3 3-3l4-1h4q-3 1 0 2l2-2z"/><path fill="#e7dacb" d="m49 73 4 4h-3q-2-3-1-4"/><path fill="#f1242b" d="M66 67q-3 9-13 10l-4-4v-9q0-3 3-3 5-3 11-1 3 3 3 7"/><path fill="#6e1e33" d="M56 66q2 0 2 3-6 0-2-3"/><path fill="#e7372b" d="m81 76-4-1q1-3 4-2z"/><path fill="#f63434" d="M30 72v4l-3 7-3 3-12 2-3-6-2 2q3 3-1 6l-6-2V77l3-1 8-4 1-2 1-1q9-4 17 3"/><path fill="#ab2531" d="M18 71q2-1 3 3l-2 3q-3-3 0-4-4 0-1-2"/><path fill="#42976f" d="m66 67 3 3q2-3 2 1-4 0-3 4 2-1 3 1-2 4 1 1v5q-5 2-2 6 6 4 10-2l-3-4-1-1q-4-3 0-6h1l4 1v6q3 7 5 0l3 1q1 2-1 3l8 5v5H67l-3-6-6 5-9-12q-6 3-4-3l5-3h3q10-1 13-10"/><path fill="#81a485" d="m72 66 2 2 3 1q-2 3-1 6-4 3 0 6-3-1-4 1v-5q-3 3-1-1-1-2-3-1-1-4 3-4z"/><path fill="#f52c2c" d="m89 83-3-1-1-5h4q8 3 0 6"/><path fill="#f36953" d="m76 81-2 5q-3-2-3-5 1-2 4-1"/><path fill="#ad524a" d="M62 85q3 0 1 2z"/><path fill="#e5cdb4" d="M72 82q0 3 3 5l2-5 3 4q-4 6-10 2-3-4 2-6"/><path fill="#56a577" d="M49 73q-1 1 1 4l-5 3q-2 6 4 3l9 12 6-5 3 6H0v-8l6 2q4-3 1-6l2-2 3 6 12-2 3-3 4-1q2-6 8-5-1-6 1-10l1 9q3-4 8-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing moon floating above a dark horizon. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#010101" d="M0 0h96v96H0z"/><path fill="#221b14" d="M40 32q6 4 11-2 1-9-7-9 3-4 8-1 9 9 0 17h-6l1-2h-6q-2-1-1-3"/><path fill="#ead5a2" d="M44 21q8 0 7 9-5 6-11 2-4-8 4-11"/><path fill="#3a3a36" d="M71 87h7l2 2-9 1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a golden castle towers shimmering under the moonlight. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#ecc476" d="M81 0h15v91q-6-3-10-8h-5l-1-11-8-2-1-10q-4-3-7 0V39l1-2-5-11q-1-6 2-10l-1-2q2-4 6-6-2-2-1-4l8-2 2 2z"/><path fill="#ecc577" d="M0 0h81l-5 4-2-2-8 2q-1 2 1 4-4 2-6 6l1 2q-3 4-2 10l-5 11 2 2q3 3 1 8l-2-1-6-2q-1-6-4-2l-3 4h-3l2-7-5-13v2l-4 8q-2 1 1 4v2q-3 13-3 28h-6l-1-10q-1-3-2 0v7q-4-1-5 2v2L0 77z"/><path fill="#fbe999" d="M47 16q9 0 4 8-12 0-4-8"/><path fill="#e9b624" d="m60 26 5 11-1 2h-7l-2-2z"/><path fill="#eabd25" d="M37 28q-1 6 2 12h-5q-3-3-1-4z"/><path fill="#8b5a10" d="m50 44-4 1v-3q3-4 4 2"/><path fill="#b57a15" d="m43 46-4 2v3l6-1q1 1-1 2h-5v12l-3 2q-1-13 1-24h-3v-2h5q-3-6-2-12v-2l5 13-2 7z"/><path fill="#e6a813" d="M46 42v3l4-1 6 2q0 2 2 3-12 2 0 3l-1 25-2-1h-3l-1-14q-3-2-5-1l-2 4V52q2-1 1-2l-6 1v-3l4-2z"/><path fill="#f2be13" d="M44 52v13q-7 15-5-1V52z"/><path fill="#503010" d="M48 55q6 5-2 4z"/><path fill="#f3ca26" d="M34 42h3q-2 11-1 24l-5 4q0-15 3-28"/><path fill="#e9b01d" d="M25 70q-2-1-2 1h-6v-2l5-2v-7q1-3 2 0z"/><path fill="#f3be16" d="M46 61q2-1 5 1v15h-5z"/><path fill="#956519" d="m22 67-5 2q1-3 5-2"/><path fill="#89500f" d="m51 62 1 14h3l-4 1z"/><path fill="#020302" d="M17 71h6q6-1 13 1l10 5h5l4-1 2 1 7 6q8 5 17 0h5q4 5 10 8v5H0V77z"/><path fill="#a26112" d="M46 61v16l-10-5q-7-2-13-1 0-2 2-1h6l5-4 3-2q-2 16 5 1z"/><path fill="#8b4d11" d="m72 70 8 2 1 11q-9 5-17 0 3-2 8-1z"/><path fill="#9d590e" d="M57 39h7v21q-2 2-2 7l1 7 4 2 1-15 3-1 1 10v12q-5-1-8 1l-7-6 1-25q-12-1 0-3-2-1-2-3l2 1q2-5-1-8"/><path fill="#c78313" d="m71 60-3 1-1 15-4-2q0-3 3-5l1-8-3-1q3-3 7 0"/><path fill="#e9a710" d="m64 60 3 1-1 8q-3 2-3 5l-1-7q0-5 2-7"/></svg> | |
{
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"path": null
} | Generate code for a svg of a process diagram with a blue arrow pointing towards a blue sphere, along with additional arrows indicating directions to the left and right. There is also a detailed illustration of a person holding a balloon. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 58 58" style="enable-background:new 0 0 58 58;" xml:space="preserve">
<g>
<rect x="44.5" y="21" style="fill:#546A79;" width="2" height="24"/>
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<path style="fill:#546A79;" d="M51.5,28c-0.256,0-0.512-0.098-0.707-0.293l-6-6c-0.391-0.391-0.391-1.023,0-1.414
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<path style="fill:#546A79;" d="M32.5,52c-0.256,0-0.512-0.098-0.707-0.293l-6-6c-0.391-0.391-0.391-1.023,0-1.414
s1.023-0.391,1.414,0l6,6c0.391,0.391,0.391,1.023,0,1.414C33.012,51.902,32.756,52,32.5,52z"/>
<path style="fill:#546A79;" d="M26.5,58c-0.256,0-0.512-0.098-0.707-0.293c-0.391-0.391-0.391-1.023,0-1.414l6-6
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<path style="fill:#546A79;" d="M31.689,52h-2c-0.552,0-1-0.447-1-1s0.448-1,1-1h2c0.552,0,1,0.447,1,1S32.242,52,31.689,52z
M25.689,52h-2c-0.552,0-1-0.447-1-1s0.448-1,1-1h2c0.552,0,1,0.447,1,1S26.242,52,25.689,52z M19.721,51.664
c-0.086,0-0.174-0.011-0.261-0.034c-1.067-0.288-2.08-0.739-3.011-1.339c-0.464-0.3-0.598-0.918-0.299-1.383
c0.3-0.463,0.918-0.597,1.382-0.299c0.758,0.488,1.582,0.855,2.45,1.089c0.533,0.145,0.849,0.693,0.705,1.227
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<g>
<circle style="fill:#57B0E3;" cx="45.5" cy="7" r="6"/>
<path style="fill:#57B0E3;" d="M45.5,14c-3.86,0-7-3.141-7-7s3.14-7,7-7c3.859,0,7,3.141,7,7S49.359,14,45.5,14z M45.5,2
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<g>
<circle style="fill:#4C98BC;" cx="45.5" cy="51" r="6"/>
<path style="fill:#4C98BC;" d="M45.5,58c-3.86,0-7-3.141-7-7s3.14-7,7-7c3.859,0,7,3.141,7,7S49.359,58,45.5,58z M45.5,46
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<g>
<circle style="fill:#3B7995;" cx="12.5" cy="7" r="6"/>
<path style="fill:#3B7995;" d="M12.5,14c-3.86,0-7-3.141-7-7s3.14-7,7-7s7,3.141,7,7S16.36,14,12.5,14z M12.5,2
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<g>
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<g>
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"path": "a8984736b162351a3cbc8f2dfba08d1e8f475422af1df115638098a66060a57e.png"
} | Generate code for a svg of a a black and white image of a battery and a cross | <svg viewBox="0 0 24 24"><path d="M4 2h7a2 2 0 012 2v16a2 2 0 01-2 2H4a2 2 0 01-2-2V4a2 2 0 012-2m0 8v4h7v-4H4m0 6v4h7v-4H4M4 4v4h7V4H4m13.59 8L15 9.41 16.41 8 19 10.59 21.59 8 23 9.41 20.41 12 23 14.59 21.59 16 19 13.41 16.41 16 15 14.59 17.59 12z"/></svg> | |
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"path": "87ae11fc9c7de4671a667bd1adbfafadfb491b35eee0b7f198efe42cb823f909.png"
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lknL3dhoImg1dAABQMcnEdF2vP3jwVWuq4SVLrmjL5+/uTv9uWepYODIetz5TraamvsjfyNlE/JOJKSUVANoMrNU3BjnjgAwAALSCsuG59OPX25cvmYB6x/HPn39O1a+RJY4vveRWqzBRRivIJrcvvuhmq0ahtfpv5N43IioxM6lSyUR6SyV7t498rp9TEsgAAEArqGjRmYsv+jUdNb+SN/RvUfbnJ08etAT+mI6qi9UKSFfARy77fN3RfKXTAYv4l1ri+OyzL7P2b+39acsbXazAzPRJWabZ6gYwUlEVSSWVaUT6KjFlABgAAKiL2PV3jMcfvS8uN0s9TwQ/I5jFonP5uYi/pNil+C9fqOX+wUOvWhF4PVmASgxAOfF3moAj42+2oDsgnfIXsZd9IjGtkokZKf5TqUha/KUOQBsCpmaGpkIXAAA4aVjEmUmxS6QvWYP8roPpOhfz6e2NlX2O/M4Pnn9Vxe95bgtqE4xMt7/G1EKfrqswrdsi/CkzJT+QH3+S0xEwAADQKnbU+sI9b+5T23+8y9rGjx4viNal/33Zsn5rXoD0Y0vq+qBSyCfdAKUMyMqVN1j7arIK1Ty/1gyA/GeaphX9ZzAzwq83+Zm+T4YWmgonGADUnQH4+394Qu189vXs/cd/tEv9xq99Uq3+yIqc50lGoJ60fz7yXu8UmV9AzEYtyxtLPUNTuwHs6D9/RIVpKlv4zcwigbs5HYEMAAC0hNj1d8T1Ll7Na37685dyxN9pCt7bd7ipn1eG9LmNSpD+/DMq6CJwNwDNnLEwHf2nUgmXn5n5iwO9wxkJGAAAaCVj1Tz58R/vKvqzf3n0l03/sFLg50zbi4DX05ff0cQuAOn/N+0Uv2tqwHDsDeN1TkXAAABAK9lV6RNfenWvmpwsPjnQnjffL6gHaDQi+FJkKBG/1BXkG4JqkTUMmkUmzV8kOaCyowMsp6B+zKkIzYQaAAComfcrSPG/9Mpe9YmPfajpJkAK/hqBTHfcPMzi2QH5LxKxJgUyVGTs+t95KM4ZBmQAAKCVLK30iVL5X47JqWnffHGZu6CZGYBSiPhHjKi11w7gXk5DwAAAQMuIP3pfTO8Gwvr9ZeKitl2MZSZAmQgoEo1/9kv/PMLZCBgAAGglm6t5ck93Z6C+vCwM1J7oP2otBhSJdkj//z2choABAIBWRv8S+a+t5jXnfODMwHx/Wb+g5asCpuVfRaNp8dfR/6M3fvlhon/AAABAy8RfFp4ZrvZ1F194ftnnxD74AV+0wVt7n2y60EuBn6T6LbGPdmrh71Qdnd1661HRju4D+km/ydkIrYJRAACIv4j/9lpee87ZZ6re008rOtSvp6dLLVt6tg/E/6dNK/6zqvqtFH/EXvEvkl0ISG7b0f+4/uENN375X8Y5I4EMAAC0UvxrXnnuphs+WvRn1169yvNtIKsS7tv3XDOU34r0ox1d2SjfuXV2zVFd3XNVR1fPeCTauUaL/xhnJLSSKE0AgPjX8z6LF56u5uhI/7U3cvvPZR2AG6693NNtIEsVS/TfjKjfSu9r8RcDIBMTyXK/smUeky4AbRDGTDP1qzf83//0PGcktBqDJgAIpfiL6O+pV/ydyJwA8bfet25Lt0D+QkBeQib72bNnR1OK/gwr8k/374vgp4Ve3450KCMaTQ/3S0/3q8Vfrbl28O9I+wMGAABaJv4S+feF7btLP/++/c81dbhfWvh1hN9hmwAr+k8X/UlmwEbS/WvWDPwA8Ye2QREgQPjYGkbxl2F+L7/yD82NqOyCv8y4/rQZQPzBm1AECBCu6H+T3vWH8bs3d5lf2wBYlf72UD/bCBiS+p8VfxH9dYg/YAAAoJXiH9O7u8P6/SUVLysGNjcDYGSH+c3ezrnM3qPFP87ZCBgAAGgld4e9Ac4++7Jmyr9Kr+ln37YMQK4H0+K/hdMQMAAA0GrWhr0B5s8/R29LmvTupv7fVJn/rNumqRxLALPCH2AAAKAt9NIESi1bdk3T3ts0U8pMaeFPpdK37c2GiX4AAwAAbQEB0nR3zVeLFl3YPANgJq0tldJbUraENgRJGh4wAADQNjbQBGmWLLnCKgpsvAEws6Kf3mZUMrMlZsjAAAYAAFpP7Po7RvVukJZIZwE+0KSCQIn8k1r8teBnhF9v0/rxmS/R8oABAIB2mYARvVutt3jY20JGBDQjCyBFfxL9J5PTlvAnE1MqMWNtNz78l5/9PGcheAWmAgYIKfakQHeqEBcHHhmPq927/7V5F9hI1FoDIBJNTwgUiUSnlGEM3Py72/+WMxAwAADQThMg4r8+zEZgT3y0qWsDyGU2EslMEZyeGMhQxh23/P6Tf8EZCBgAAPCKEQjlZEHNNwE5WGsB3PYnu5gOGDAAAOAZIzCsdwOYgKYxorcNiD9gAADAawZAVgncGdbvLzUBe/aMWgV8DUYE/x4t/EwFDBgAAPCsCTDD/P1F/Pfte069r7cGGQGifsAAAIAvDMB2VWTJ4KmpGbX79XfVCy/Fs49d3neBWrliSSDb4uChV9X4kbg6NvFutWZAGmib3u7Vwh/nrAIv0kETAICTZ59/I56YSarFi9ODAg4cGFdT0zNq79sHrC2f/frnX1lxSyDbYtHCC61NOHnykDp56pCanppQCW0G5P6pU4fHEonJTGS/Q6VT/aNa9Jl2GTAAAOAvfvaLV948duxExc8/fcG8ULTL3LkLrc3BeOz6O1ZzxoBfYSZAAMhBi/9oNc/v//SqsDbVKGcLYAAAIDD8wZ2fi1fyvAU68v+//s/PqPPPWxzWptrB2QIYAAAIDLHr74j3dHcVrVjv7u5UV338EvU7g7+qzloc6gXu6OcHX0MNAAAUMDk1Pap3azP3JcqXiH/l8iWBrfivwSiN0gqAAQCAQPEHd35uh9MAANE/BA+6AADAjW00QUniNAFgAAAgcEgdgKLKvRS7aALAAABAULmXJigK0/oCBgAAApsF2EYWoCjUAAAGAAACzT00AQAGAADClwUYxQSQAYBgwmqAAFCW+KP3DevdAC2RNUZcO4EMAACEQvAGVXpdewDAAABACE3ABloCAAMAAOEzAVv0bplidAAABgAAQmcC4npbo2/KxoyBAD6FQhYAqIv4o/fFVHrdgGtUSNYPoAgQMAAAAIWGoE/vZIvZpkDZt2MYAAAMAABgEnodD/Wq2QxCw42CkZhS0WMHVGRiv3U7izl7MzVngd5OV8kzz8MAAAYAAKAN5mBA7zbnGYTqBf/wXtW5/3UVPbJXRU4dcxX9HByPJ848XyXOXqkSZ62wjIELy+wFkwAwAAAADTQBkgnYWu3rOo68rTrffcHaiol72cdN503DMgHTscvzMwNr7FkSATAAAAANNgHb9a6/kud2vfeC6n7jp0UjfbMWM5BnBMQATF7cr1ILFmMAIBAwDBAAvErZ5YhF+Oc/8d/VnBcfyRX/THhjb46beXdcnu9y39AWoOPwXjXvyb9W3S9Zut/P4QEyAAAAzcsCuMbrkurveW27ik4cKP5iU5X9mVlhBsAlIyCLAa1b+M3dcY4SkAEAAGg8ozkRS2JKC/+omrfz+yp6/EDxaD4/0i8S7btmBirLCMgohp2H/mBlH4cIMAAAAI1nRzbqH39bzf/F/6d69j7jrutGZaLvKupG9UZAm4BevW0//AcrMAGAAQAAaDDjEvXPe+4hdZqO+iOTxwpE3nBuxUyBxkw5NjO9L5UVqMgIpIcqYgLAl1ADAACeZf9969Z2HI5vtYQ/nxJ9/JbIJ3R8nrSF3ix9FTQispnKiDquivl1AmaJ322quP539ZnffH2cowZkAAAA6gn9/3TF2q53nx12FX+lXNP9qWlDJU+mt9S0sgxASfG3xVyel5rRr5vUr5tKGwdnRqAgXCrMBsT0v8McNSADAABQj/hvXDFQkaCa6U3EWwS/rNhXeXWMdJlWdqCKbMC6M//f11khEcgAAABUy9GvVij+Kh25J05I1N5g8beFXbIBklXIGIKc+gD3bMBmjiBgAAAAqhb/5X1aeTcbho68y2ypSWWl+hsu/C4mIyndAimV2y3gXhQYO/yHK9ZzJAEDAABQqfjftdyqqNdC2ltyfL+p7D7+FvZg2tkAqzbAkQ1QytUE3M3RBAwAAEDlbLXEP588M5A4EbH6/NuBmI58E+DSJdB7+I9WDHA4AQMAAFA++pe0eb/rZD4OcU2ecghwm7BMgJlrTly6BO7kqILXYRQAALRX/O9eHtO7nUq5RP9O4Z00LAPglStntCev+MAsGCWw+sxvvD7GEQYyAAAA7mI6XNDvn7dZhXinPBSvmOlMQH7/f15dwO0cXMAAAAC4cGzT8n6tlf0ltN/akie8d6myZhlMqFImYC1HGDAAAADFo/+S6p9TeOcxssWIzv7/2eLA2OE/Zo0AwAAAAORG//csH9C7WLnnWWP9vYo9jbAzA+DcS3aDIw0YAACA3Oj/7rLR/4xRuGqf17IALrUAjqzANRxowAAAAGSi//+yvL+S6F9m+/M8UvGfUu4mgAwAYAAAAHIoG/1no2s/eICEkS/8mdu9R/7jihiHGzAAABB6Jv7r8phhlK/8N2f8M02J1AGUmBqYQkDAAAAAqMwseWUcgDXEzi8GwO4CKGICMACAAQAAsMbHG2Wf07b5/uvJAhQxAUs56OBFOmgCAGgVE0Oy3K+KBXIScsf6AEZmWmCrL6N8sSMAGQAACHr0f3tR8S8YAugz/U8ZBZMB2bfpAgAyAAAQetZWHP2bPjMAjmWCrc8+mwno5bADGQAACC0TX1vep0UxNhvsm7ObUbj5DdcJi2yzc+RPmBIYMAAAEFK00PdnxN4KjfPG/BdcnDr9lgJQOXUA2e+d7g4gCwCegy4AAGiVA7imxM8qe8zrHkB8TURluwAchiDGCQBkAAAgrPRnhd1l1r8C/fdheFIwI+Dsd8MAABkAAAgfx/+fZdIH3ltx9O9TA2ClANy+n8k5AGQAACDM0b+qMPqXi1OXDwsBk8ZsAWPud1vFKQBkAAAgfBiFAmiUiP6Vbw1AkejfoAgQyAAAQDixhsFZFfH2Vq7IT4rpDB9eoayFgQqHMWIAAAMAACFMABiqzzBcouMym9Hpx/kADPs753QFMA8AYAAAIFyc+PqyPlfRr4Bojw+/cIkJgQAwAAAQovDfXvynBhE0ov7LAKQSswsBOLsCxjcyGyBgAAAgXNQsfEaX/75szpoAuSaAOgDAAABAqFha8wXKhzUAOVMCA2AAACDExOq6SHX6cz4AlyxAP6cCYAAAAANQIb7sBkhw0AEDAABQXwbAj2sCOEcCzGYBlnIqAAYAAKDSi1S3T7sAjMYaIQAMAAD4hhPfWNZf73v4cjIgtymBATAAAABVGAAfTwmcJ/z9HE3AAABAWGjI2HfDzyMBADAAABBCGjL7na+nBDZm90e/upzJgAADAABQcQbAr1MCN8kQAWAAAMDrrGqIAQjKXAD0CgAGAABCQkNS3r6dErhQ+MkAAAYAACDoJsClEJAaAMAAAEAo6G/UG/myG2CGEwAwAAAA9V2s/DolsGMUgOYajiRgAAAg0Jz4xrJYQy9WfpwSOGFQ9wcYAAAIHQ01AIGYEpj1AAADAABQpQHw85TAGADAAABAiGj4kDdfZgESBuP/AQMAAKGi4UPe/DglsJlyOhiljt61vJ9TAzAAABBkTm94BiDq0wwAAAYAAEJE47sAfDgUMJUo6AFgMiDAAAAAVHXB8uFQQJf5C5gOGDxBB00AAH7JAFiC2mmq1Iz30uqJ7nmW2Heax61MhXRXWKMWTE4EwAAAQLhoSqrb6gZo8xS7UwvOUtPzzlBJLfqyn1pwtpXnX3DsDbV435Ozou8u/qs4NQADAABQbQagS6nkqdZF9TNa4KfnnqH3vVnRt9TeTkIYyp7tT/+T6DzNxbEUGAFqAAADAADB5MQ3lvU3zQBYdQCN7wKY1FG9iL0l+nN79f2zHTpvzIq5ckzvm3d/ct45lfwqDABgAAAAqqXeoYAi8NNa4NORfV5Ur2aDeyMvyncK/uxNwxHop58/3X2m6po8XOojUAQIGAAACCyxphmAjvSUwDkT7JSI6kXkk7boy/2MaBtOtXcR+fwov5ToZ+9JN0DXaeUMAAAGAAAwADWZgE5TmVOzQiwjA8QYSH2A2d2p4ktutKP6WZE38kS+aGo/X/DzRd9wdj8Yjh+lb8z0LFTq2FslP//Ru5bHTv8vb8Q5TQADAABQzYVrvqnUPFv0C+YGmLKG4yUNwyXKLx31l4/yXUQ/z0xMWXUAO2efbhY1SBgAwAAAQOBo6lC36JzSdQDzpvero53zqyrgqybKz7+fNgHp28muBRx98AXMBAgAzaCtle5ztQGwRFyyAHnb7GMRx/1I7nOUUfq+22vsfbJrvkpFu8pNANTPKQJkAAAAA9Bg5kztc6TuKy/gc0b9bnUChrMvwHCvE5B/Z+YsUt0T73IWABkAAAgdbR3q1pk4rjqTJ9KT9BRE/kXu50X5aYNQ+jXF3jcxZ2G5j7iUUwTIAAAANIG5U/vUROeCqgr4CqP8bK7AJerPKyZ0vEwyAE5cegNiHCEgAwAAgeLEN5Z5QtykGyA3Oo8URO8FUX5B1B+pLHtgvzbzmmR3kUJAFgYCMgAAEGC8YQAm38tW8xtGg6J8x9u4zhtg356Zf15p4TeZDRDIAAAANCe6seoAjhdG7HaUrxz3K4vyVVV1BIm5i0pF/KwHABgAAAgc/V75IHMm36+6gK+gcFDldQeo8u8hW9FuAJujX12OCQAMAABAM+ixuwEKonxVvDagssp/x2vkMpqXYUhnABZbn6FEtz/dAIABAIBAcbpnDMCp96ou4KtkIqBKjMLMgvNVjgPI3wNgAAAgYHgmsu2YmbDmBLCEXZVJ9Vcj8C6GIP85Zk/pLgDTNMgAQHv/PmgCAAgykgU4Yc3PX2xO/+JrAOROFljZMsKZf1M9p5cL9qkBADIAAEAGoHkG4N2qC/hc5/1X1b8mUaQbQEf/nCVABgAAAoenItvuk+/kRvaGcxaAvCg/f3bAUmP+8+4XZhCUSs5brDqO7i320a7hVAEMAAAEghPfWOa5tHZ0ZkJ1JCZUsnNB1gDkyHjO/D5lUvsFgp97Px+zo4eTAjwLXQAA0Eg8WdjWffLdqgr4ihYGuowOKMXM6ecVT/+brAcAGAAAgKbSOXmguMA7hgBWNDqgcWAAoK3QBQAAgRc1GQ6YXRcgr2/f+rdMXz4AGQAAAJ8ZADParY6f/YmiUb57ar/RH8Lezab/Lcb/dEU/pwyQAQAAaIL4H15+m0rMOavqAr7WfECOEWAAACAYeGZom4j/kRW/qZIi/lnRb63gdx59u2j0b++ZDAjaBl0AABDIyP/Iin+nknPPam5qv/4In+mAgQwAAARBeXVE2+6suhb/8ZX/zor8236BtScBKhL9A5ABAIDA0GeJW5sELiP+CQ+IvxA9vr+cYVrFKQMYAADwfwLAzBG3lhoBr4l/ZPKYMhJTxaN/0/qfGgDAAACAvzn+35b1ZU1AG4zAxAd/1TPiL3Qe2l3J0zAA0DaoAQCABoXgtpgZtt6beWvlOE2A0bDfmRb/pb+qpk5f6anm6N73QrnoX6AIEDAAABAYI6DyjYB113B5jqrCFBTJIoj4T555qaeaQNL/kYkD5b8KxYDQzvOUJgCABgl/f6nUv3QNZLaiqlhqc3m+pP29Jv5W9P/OM4VqX2QEwJH/tCLGyQMYAAAIRgagTA2A0wyYpUQ+7z2cr7Ei/4XeE38p/Ot6/4Wiom8WGgMMALQFugAAoFHCv1S5pfkN98jX+dxqU+LHPSr+mehfTEBRI1MiGwBABgAAfKj/RswqejOLZARKPe6W7i/yMy+Lv/T9d7/9TFGxL6L3/Zw9QAYAAPzsAOzCP8MeAWAWRPoVjwQoopQnz7nKs+IvzHl9NB39V5b6B8AAAEAg6MsdATA7BK6sGaiAqUUfVieXXOXZLy/9/p0Hd7t+L7OU6EvXCQAGAAB8nAHoLTbm39UMlMsC5In/ROxGz3716PEDVvRfUPxYXPSze/1/jJMHMAAA4Esmhpb35ghbibS/6VL9Z5RICUxq8T/uYfGXlP/cVx7OLfxz6/evvCYAAAMAAL6J/vtyhL9YX3+RkQBmkXTA1KJL1fFlN3r6q8995RErA1BS4EtnA5gNEDAAAOBX/bf1vIIMgOsLXfCL+Of0+5cq+sv73o5ZElkPANoCwwABoBEOIJYRtaywVTr0r5j4L/e++FsT/riJv1vEb7qKv8XhP1yBCQAMAAD4kphT4M1iZqBYQZxjC4X4q4Kf0Q0ALYcuAABoRAYgjUvq33Q8bqjiUb/8MDH3LHVi6Rrfin+5iv+SjwGQAQAAH3JNTjRfJMp3ZgbykwIi/scu+U1lRrs9+QWlyn/eCw+prveKR/7liv7M4iaBDACQAQCAAGQAqiz8S8zzvviftuv7Kupc4tct7V8i4jdLZwGoAQAMAAD4klhR4S+xCJCQ9Lj4yxA/EX9jZqpZ4p87NwIABgAAfJMAyCxpazj0vYK5ALLi3+FN8Ze+/rkvP5L3ZfOEvZi4VyP+pt2FAoABAAB/OgGH1hUzA/bPLPG/1LviP2f36OzKfsWEvTHiD4ABAAD/cfSu5X3FRgGYeRmAzI+Tc70r/tbUvi/bE/w0Q/yVq/jHOJMAAwAAfqPXVeSKDAkU0Z/40C2eFH/p75/78sPpqX3dRLuE4Fcs/qZL5G9iAAADAAB+w3QYgDLz/lvif9lvqlT3As99DYn4JfLPLupTSdTvvO+c96A68QdoC8wDAAD10pcjZkXmApAqfxF/6fv3GtLXP+/5h9Lin/f5zVIp/0aJv94fWr+SuQCADAAA+CgBYM6G/YZhuoqfFfl/xHviL4IvxX45M/u5Rf1lhb2S5xjlZgNkLgDAAACAr1haygx4Vfwjk8d01P9g7uQ+1Qh/JeJfrNrffSZBDABgAADAH6y95ZaBP49P9I/PdKq3JnsKfj43mlTn9Xapc5JH1Mpzld7OVHO623/Z6Rh/W8177sHZ/v5ywl9E4Mul/KsQf0G6ALZxVgEGAAC8LPz9ejest9izE/OLPu9kMqpePZTU25tqx643rccuW36W+tjFS6x9O7Am93npkeLCX2/UX5v4A2AAAMDz4r9W77bW+vrn3thvbWcumKNu/NgKywy0ChF+q7+/EuGvNOpvlPibahVnF7QSJqAGgGrEX/qp96gGFqy1wghYi/nsTC/mU1b0Swl/BdmBAvEv8nyXOQVGF31r9xrOMiADAABeZH0x8Rchv2bVB9W5i2bH+B+eOKV2v3NYb0fU4WOnXN9QHv+bf3te/fyld9W6qy/Sr5/f0A9sLebzzPeV0ibArEb487ME9UT95cUfgAwAAHg6A7BTOcb9nzl/jrps+WL1sQ+dW1a43zk4YdUBiNCXQrIBsjWCrvdeUHPy+vvLin4jov4axX/Rt3ZzTQYMAAB40gCYZ8zvUZfFFquPXnyOOm/xAmVEjKouJZIV2DH2VrYo0A0ZLfDbN/XVNWKg57VR1b33meIRdrXCXyrqL2US3GoHinwmDABgAADAM7z84Nd7lWGsNQzjlveOnFwrkX7EMPRDEb0ZVRsApxHY+uNXrIJAN0T8v7Luo1V3CViL+Tz7kOo4src20S8n/LVE/RWIv80ybQLinHWAAQCAtvHC1j/r1wJ/u2GJf6Q3I/Yi/I0wABnEAPzNY8+rU1MJVxOw7uqLKy4QlCK/uc8+aE3yU1L0GyH8FUT91s3q+vvXaAMwytkHrYAiQADI8uwP/qsI/YDe7tRqFWtFjCDzAdx17qctE5CfDRBTIAWCQjkTIP39Pa+OKmNmqviTKhH9kkbAKLvML8V+4BeiNAEACLu+f896HdBvTUf8Rjrir3Cr1yh0dkTU5Rd8wLotIwbcsgQyyqBYd4AIf8/unygjlSwuxuVEv5yY56f7S0X95UxCcR74+s8OxzkbgQwAADSdnX97l4i9zOq3tt2fRar/ReTdugTcMgHWYj4vPKI6D+x2FdqaRL9a4SfqB5/CcsAAIeaZ//VVGdO/3Qvin0G6BKT4z20EgDVfwMvpYYTS3z/vl99Xnft3p8frm7mrEWejcLOEyJvFHxPhtxY3Mku8Juf5DRF/on/AAABACzDV3coxrt8rSBaglAmIP/+smqvFP2LP7Fcg9uVE3yz2mFG18GejfrOEsagQRgAABgAAms7T/3Njv0rP7OdJSpmA7/7oHbX3uFFa7FUJQ2C6RPuW8KuqhZ+UP2AAAMBv4f+dXv+ExUzAyVRU3f/+edZqg0XF3iwd/Zv50X41wq9chL9+8Sf6BwwAALSEtX74kGICfu/Gi9TcSG6F/1tTPep/HTinsnR/JaJfjfA3J+rHAAAGAACayy//+j/3++Wzdhx+W1346jb122e/U/CzJ471qp3HFxSN/rOCX4no1yL8jU35j3FmAgYAAJpNrx8+ZNebz6i5P/++NbnP6nnH1C1nFk4b/L1951pdAsop9vmCX4not0/4M+zitAQMAAA0mz6vf8Ce5x5RPS/tUOlJhtKi/utnHlAXzTmR8zwR/wcPnzUr1OUEvwIzkC3ua43wZxjltAQMAACEFon25z3x16rz7RezQuwU9698YG9BPcCj4wvVwURnZYJfTPSVS1V/a4RfGGMIIGAAACC0wt8V36nm7fieihw7UPR5Iv6/tej9gsf/9mB1BYEFom+WNghN5gHOAMAAAEA4L0YTB1T3i6PKmJ5yL+pzbJ88bbygK2Dnifnq4Exn2eGARUW/ddF+PuN6G+EMAAwAAISSaImo3y2iv6W38PkPHTnLPfg3KxD99k3ic++ib+0e5wwADAAAeIIDR6dbezE6ur9s5O8U6ot6TqjVcydy3uOJ473qRDJaueC3eea+SaMrrsV/E2cbYAAAwBO8+PaE2r3veGszAIfeLhXw5262uH9mwaGC546dnO9Zwc8xWNEz1P847SbG/gMGAAC8I/6P7Nrf0t8pBYDGyWM5kbvbCIB8EZcswKKOmZz32nlygScF38nrHeepv5t7rTpp9DD2H9pGB00AANmo9Ni02vHSodZHIpX2/7sI+lWnjauHxhc7DMB8T7btscg89Xb0LPVi1zJrbxPnrAMMAAC0Xfz//hf71NRMquW/+77RvSp2xrU1vfZoNKnU+MGcx/46cpXqmdPjmbZ1CH4+dAEABgAA2sfBYzNa/PerqUTrxf/UVEK9/N6EOpyaq84666zq32Ce9Q1yHto9M1/1nnaGp9s8lUqpr33taxgAaBvUAAAg/q7iv3hBd0t+/3N70vUGhw4eVDPTtY08mDdvXs796ZkZz7f79PQ0Jx9gAACgTeI/Ma22/vKAa+Tf09n8y4NE/w///HXrdjKZVG+//XZo2n5qaooTEDAAANAO8Z9R254+1Ja0fwYR/8PHTmXvnzhxwsoEhIFTp06pwcHBfs5EaBfUAACEjN/+4hd7t7909JY9B6baKv7T+nf/5PnCiP+9995T8047TfX0VF7EJ9kDv0X/fvvMQAYAAPzP5pffO9XXbvH/p12Hixb9vb13b8UCKc+bnJzMeawa89AOTp48yVkIGAAAaGn0P6x3A+38DBnxP3R8Ri1ctEgtWLCg4Dki6O9UWA8wcexYwWNzPGwApPo/37AAYAAAINDiL6K/9emD1j7Dueed5xqxH9PCLt0B5di/P3fWwq6uLtWpN68idQ5iAmz6OTMBAwAAnhL/8xbOaWjU/8ybxy3xn5jMTe1Ho1F13vnnW/sCw3DwoBo/cqTo+0qWIH84Xe8Z3h3/L8J//PhxTkjwBBQBAiD+TeW1909p8Z8oEH4nkgFYtny52vPGGwV9/zI0UMb159cLiPgfyTMHYiIWLlzol+gfAAMAAN4Tf5kSuKer9iRhJcJfqQnYv2+fOqEjZ6kZyGQGREzzke4Et0yCF5DvdMylXgEAAwAAjRb/zfVE/geOTanzF1V/iahW+Cs1ASL4bqKf4YwzznAtKPQKR9y7Mq7hTIV2QQ0AQDDFX4R/fT3vcWhierRa4f/fP9uvdrwyXpP4O03AypUrqxrKJ+Iv0b9XkX5/Zv4DMgAA0ArxH67nPXp7e+9ZFevdom/u1Fus1HNf1cK/883jdYl+PlLFv/KCC6xRAKVmBpR0v9QGZLoGvMjMzIw6evQoJyaQAQAAb4u/ZuSbf/7nmy5d9yfjhlLrVJEla1/bryP+XxxUP3rlaEPF38k555yjLrroIivCd/bty215TDIFXhZ/Kfg7dOgQJyZ4EoMmAED8neL/vfvvH8x/8OWHvtG3+8DMnQeOJwZOTJnq/WMzNHgF4n9QVjgsvTLh+PDw8Bm0FpABAADPib9w8a//0dhTe06q1w9MI/4VIkV/M+WXJe6lpQADAACeFH8HfbR25eLPdL/gdSgCBPC3+Pe3Qvw3btzYiwEoT4VpfwAyAABQl/iLIG+t5z0WL148WkHkT/TfRPEfHBykbYEMAABUJf7bVX19yGMHDhxYV+Fz+2n14ojoi/jXOM0vdQCAAQCA1om/3tbo6H+8wuczY10RZJIfxvkDBgAAgij+AmnqPCTaP3z4MDP8gW+hBgAA8S/Jxo0b+xRp6hxOnjyp9u3b1yjxx1wBGQAA8Fzkj0A5kAWKZIhfg6N+zBVgAADAVfxFILbWIxRnnHHGuBauWsRfCH3/v6T7ZSVClvMFDAAAtFL8JfKP1fE249ded92am266abzG14c6AyBFfhMTE7VW+ANgAACgZvGvR4BF9EX8x2p5cZgnAJJ+fon4Je3fZJZytgMGAAAaLv7fu//+sTreI3Ti30LhzxDjjAcMAAB4SfyF/rC0u8zdPz4+3krhB2grDAME8BDxeLz3/PPP94r4C6EoAJT+fanuR/wBAwAA7WL7b33+831nf+ADNb24p6dHLY3F1jVI/JUKSReARP9tLPKLcdoDBgAg3NG/rOrXJyL+hS98QdViAq688srBu+66a7QRnydMEwBJpX8bwQAABgAg5OI/4IzkazABg1+4/faRBn6sUET/spAPy/cCBgAA2i7+NZqAwe/df/9Igz9aKPr/2xz9A2AAABD/QjImYGks1mrxD0UGQPr9pf+/3QwODsb4awAMAADi72oCVq1a1TLxD8sEQG0u/nOCAQAMAEBIxH+gEvF38uu33JJjAi655JItTYr8QxH9C6T/IcwwERBAe8R/uJbXigkQotHoyB1f+cqGJn7M/qAfB4r/AAMAAL4Qf4cJGInFYoNN/qiBLwCUKX89BEsCQ8uhCwDAR+KvaYX4C4HvAvCYAejjLwQwAACIf1vFPwwTAIn4s7wvYAAAoNni3+ejyJ/oHwADAAANEv/tdb7NWAvFXwh0/78s+DM1NeW1j3U6fy2AAQAInvjXk06XRX3WtPijBzoD4NHonxoAwAAAIP654q+j//FWfe4wTAB04sQJTlAADAAA4h+mSFRm/pMuAADAAAA0WvxjPhZ/oT/Ix+fUqVNe/WjMAwAYAAAfi79cxLf6WPyFVUE9PjLsz8PV/9QAAAYAwMfiv73OC7mI/ro2in+ghYihfwAYAACvir9E/vE2f50YBgAAAwAArRX/sXZ+l40bN/YH9Tix8A8ABgAA8Sf69ySDg4P9/FUBBgDAH2wOkPhjAAAwAABQQfQvc/sPBEj8hUBOAczCPwAYAACviL8w6DHxFwI5Ft3DY/8BMAAAIRT/bR78eoEbAiiz/snsfz6hn78wwAAABFv8R7z23TZu3Bgj+gfAAABAofhvCqr42wTSABw/fpyTFwADAFCz+Ivw3x1g8Q+kAZiammLhHwAMAEBd4j8ccPEPpAHw4dC/a/iLAwwAQHDEf4sPxF9YGqRjJ8P+fFT8B4ABAAiY+I9o8d/gk68cqAyAiL8Px/6zJDBgAADaLP5rGyT+g7Rme/DpzH8sCQwYAIA2in9fSMW/PyjHUAr/pADQjwwODmICAAMA0Cbxl8V96knFEvkT/WPEAAMAEDLx34b4t58TJ074+eMzEgAwAAA+E3+Z19+X4r9x48bApJ2l+M/nY//XDg4OUgwIGAAAH4m/rOw37tNmCIzgBGTq3/X8ZQIGAKC54i/CNxxy8Q8MMuzP5/3/GW7naAIGAKC54i+Rfz3pb8TfQ0xPT8cD8lVig4ODAxxRwAAAIP5NF5wgHNdkMrkhQKfpZmoBAAMA4D3xF9EfDFDkHwQDEN+8efM2+9gEATlP7+YvFjAAAN4Sf4n8x2hRT3GvvR8N0HdaPzg4uJZDCxgAgPrZivgHlm32/sGAfa9hZgcEDABAfdG/VPv3I/7BFP+hoaF4ADMAQq9tAqgHAAwAQI3iP4D4B5Zs1D88PCxGIGjHyZqrAhMAGACAKtizZ8+waZoDdb7NOsTfs4zr6H8k77EHAvg9G7FIFQAGAMLBG2+8kRV/va/1baTaf5TW9CwjLo9tC+h3lWmCMQGAAQAoxeuvv75Z2Wn/jPjLvkojIOI/Qmt6moJoP6DdABkGtAlgqmDAAAAUEX8R/vVOsS92G/H3NWNDQ0PFhP7eAH/vzcwUCBgAgDx27949oAV+uJzwlzEBiL9Po38HQZoUyA2GBwIGACDDa6+9JlHRcKXCX8QEIP7+oehxGh4eHlfBrQXIsB0TABgAQPxt8a9W+PNMwAji7xsk/V8uwr8n4G0gwwK3MjwQMAAQWl599dWq0/4ut0X8B2lN31A2vW8XAwY9CxBTzBEAGAAII6+88kp2fHQd0T/i78MMQIXPuzcEbcEcAYABgHDx8ssvWzOkOYf3VXrbYQJGli1bFnbxH/XhZz5ayZOGh4dHVfCmB3aDOQIAAwChE//eWqJ+2xCMLF++nMjfn8SreO49IWkT5ggADAAEm5deeqlPi7cs69tbrfA7bo+tWLEC8Q+BAbCzACMhaRfmCAAMAASTF1980Yr8Rfzr6PMf07fX0JqhyQBksgDjIWkb5ggADAAETvwl4q857W/fluKxNStXrhynRbP4btpcx/K/lWYB5Pn3huiYMkcAYAAgGLzwwgu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"path": "emoji_u1f9d1_1f3fc_200d_1f9af.png"
} | Generate code for a svg of a person with white cane: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_132:33" result="shape"/>
</filter>
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</svg> | |
{
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} | Generate code for a svg of a lavender mist swirls around ancient stone pillars. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfe" d="M0 0h96v42H86l-1 2-3-4-1 1q-3-3 0-3 2-4-1-7l-1-5q-3-6-8-10l-1 9 2 4v5q-1 3-3 1l-6-9v12l3 5q3 1 0 4v3l4 3v3q-7-6-12 3l-2-8 1-1q-1-10 2-18h-6v28q-3-1-4 1l6-1q5 3 9 0 3 1 6 5l2-3q-3-4 0-6 1 2 4 1 3 3 0 8l1 1q-6 4-12 1-2 0-2 3h-4q-1-3 2-5-4-3-9-2l-9 9-4-2 2-1q-3-3-2-5h5l2 4 2-7-4-5-2 1-1-6V32h-5q-1 1 1 4l-1 23-2-1-2 3 1 4q-4 7-4-1l1-5-12 1V47l2-5q-2-3-1-4h5q-1-4 2-6-2-2-1-5l2-4v-8l-1 1q-10 9-9 24-2-3-2-1l2 8-2 11-2-2 1-5-5-1q-3-6-9-4z"/><path fill="#b0afce" d="m26 16 1-1v8z"/><path fill="#646ea9" d="m79 26-3-1q-2 0-2 3l-1-1-1 2-2-4 1-9q5 4 8 10"/><path fill="#545f9a" d="m26 16 1 7-2 4q-1 3 1 5-3 2-2 6h-5q-1 1 1 4l-2 5h-1l-2-8q0-2 2 1-1-15 9-24"/><path fill="#dcdee8" d="M57 50q-3-5-3-11l-1-1v-6h6q-3 8-2 18"/><path fill="#9198ba" d="M80 31q3 3 1 7z"/><path fill="#7680b5" d="m69 35 1 9q-3-2-4-1l-3-5V26z"/><path fill="#d8d9e1" d="M41 51v9h-3l-2-28h5z"/><path fill="#5a63a0" d="m79 26 1 5 1 7q-3 0 0 3l1-1 3 4 3 11-1 2q1 4-2 7l-3-8-2-10-1-8q-6 0-7-4v-5l1-2 1 1q0-3 2-3z"/><path fill="#f5f6fc" d="M72 34q1 4 7 4l1 8q-1 7 1 16v9q0 3-4 5l-5-1 1-2-6-2-6 3v5l5 8 6-4 9 5q8-1 6-8 0-4 3-8-4-6-1-12l-2-3 1-2-3-11 1-2h10v54H0V46q6-2 9 4l5 1-1 5 2 2 2-11h1v13l12-1-1 5q0 8 4 1l-1-4 2-3 2 1 1-23 1 24h3v-9l1 6 2-1 4 5-2 7-2-4h-5q-1 2 2 5l-2 1 4 2 9-9q5-1 9 2-3 2-2 5h4q0-3 2-3 6 3 12-1l-1-1q3-5 0-8-3 1-4-1-3 2 0 6l-2 3q-3-4-6-5-4 3-9 0l-6 1q1-2 4-1V38l1 1q0 6 3 11l-1 1 2 8q5-9 12-3v-3l2-5-2-4-1-9q2 2 3-1"/><path fill="#c6cae2" d="M66 43q1-1 4 1l2 4-2 5-4-3v-3q3-3 0-4"/><path fill="#a7aac2" d="m80 46 2 10-1 6q-2-9-1-16"/><path fill="#d4d6e8" d="m26 62 2 3-2 9q-10 0-4-7 0-2 3-1-1-3 1-4"/><path fill="#e6e8f3" d="m82 56 3 8q3-3 2-7l2 3q-3 6 1 12-3 4-3 8 2 7-6 8l-9-5-6 4-5-8v-5l6-3 6 2-1 2 5 1q-2 4 4 8V62z"/><path fill="#b6bbd7" d="M81 71v13q-6-4-4-8 4-2 4-5"/></svg> | |
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/L/NgMfQfOqpkIkUuHpm5D5wYhGivsrUasdI/O/yDmgTgqLJJFTWdRARcFYNaTGMonBWjP/cqvq7R9wHXZ5UCcFTh5IraOpIIuDoPJkUI6CKITXBeHP/Mqwjt/HPUv1+rABxVPNFeFwcQiTzJ9qQZr8yDabItANGewMw8iCMAyqSL2Es6fMOgO4zP6rQAsC5OS9S/8CpurL98zC9KNq6ZYs9RI5MvWoEgEXD7XBgXETD1NtAh8xLpzb2K8M4/z4FmsrCjhiZitC0BIuDuuRC9hwS6W2MK/Dj/FUdDbegTXgCUCZkNfqQLZYiAH8+HN4QAHsgiDbBtK+e/Mc5L1N+cEBw1ODHHKVbPaSKAEEB3a+kdx8/5X5sTe63WfYwanqCRKlKJAEIAj2ee7PFz/jfJQrDp65tHjU/WSGdS58uJusNE3WtejJNiQVwY+A8cP+d/C83t94cTAGXSRioO1Czo4UIgi4BXSR+BKJwXx//Ocb4Hr5fPQZx/mDtYRkEmbjbyUS6lIAIeP0deJZ0FW8X+/tPWR4RsarPFfqEFABGAB8yT7SIEdmUFmjDop8Xxn3kdnP8P5spOtHkyCjaRs3H/GMSwu0r4aXNlq4iAl0nRYG1kp/+H+d/JOohwq19I5x9OABABeOScGV8SA7YIhkk23h+y87e339m8z1H/+wDzJuwJqlHQiR1JBDyX/iQGOH1w/pw/ARBPBIRNb/UoBn5Ptgn64kt6P10ce+X02UbOnwAw0U32jc+lrSICVmJg7K10wqI4/U8t3L5Wiaj9zPkTAFEm/KSIgNY5W07450xc79mBF0UQOFFwf4c/zw5flL8REdt6o5/s9J+bVwTA5Yk/TTGOCDoeuFlBMCmCYDupH1gxLxHZpyJSGebNzdGT1Pa16rZDCYDwIsDJgOHMuUkRAr+kiy2DSePG96x8/i7OniEezlw8TBftsTl/AsAiaJwd/c8HnSlYiYH/KwJh9d9q4KwY20+Xnb791kHPuRz1nzT+mHtqSAiA+yyGKF2vnjHK1YqDrfRtC+GX9K2+YJ1CYX7Nyf/v2n/n5OucUxEKoWU9CYAHLYqPqf1jXYoC4xj4rUfMDc68/bkRoejveDmXD4w2AWBhWBwAvtm51ov+coOoPSN9Nz95BTcp0U+ulm89Cnpd9v8AxHL+rxt3/mfFhkMG4NGLJEJxjHOxQCy7ljObnxu3aSr+ZQCenAnIVaNHjT/mVgCRAyB93d5sfb3vc/4EQFci4DBdtCJtme1y7SeAtsnrfNzw8x057nd/bAHcXzV/Tu33d9cfAGjXjrW+pZlbR+8YaRmArrMAeU8pQjXpSRE7ANoLYlrudLoq3AYBsBYRkPeUWj8y17qRAKJyktpv9rMwzATAOkXAcbraEa1Fdh0NBJqK/vORv0nDj3hs358A6Iu8FdB6f4D3tgKAJpz/OLV9v0mO+o+MNAHQVxYgwl6TrQCgETGf2k/9a1tNAPQqAnK6qfWUk60AoO7of5raT/3PjTQBsBHlmWwFABim88/rtuXeHosk9U8AbDALEGUr4I3RBqrjbZL6xw/QCOjpSrv1G7UyGgQB9dikSbq4zbRV3PInAzAcJZra3wrQJhioh9Yb/rjCnAAYBiUN1fpe1HY5Swxg2NF/Xqfjhh/xnYY/3WELoLuFl+8K2G5ceT+z7wYM1gblPf9/Urt7/4ul/XlmpGUAhkiENsG2AoDh0nzhnyGWARiyAs97b9PGH/O5u7aBwdmenH383PAjuulPBmDw5FoABYEArMtuUfhHAAybUpzyrvHHnOgQCAwq+p+ktjv+zWQdCYBaOJYFAGA9doaOfwRANVmACOdUx6XPOIDNRv95HbZ8+mjm2B8BUJsImKWLXtUto0UwYB2K/gkABJy4Y82BgI1H/2PRPwgAWYCNRB9uCwRE/4IoAgDxJnB2/rIAgOhf9E8AIGAW4JWRBkT/HfPOEBMAsgAVZAGcCAB6jf53G4/+5879EwCyAKIRADdpPesm+icAmuJD48+nLwDQT/Q/SW13/cs3/p0aaQKgJSJ0B1QLAKyfl6J/EAAVUboDtq5qt0t0AmA90f84tX/b6MxIEwAtEuFMqywAsD6ad/4lWAIB0FwWYLH8mjf+mLslSgFAYD+UD4aYAGiZCPtbsgBAx5Qi25a7bubiv7mRJgBazgLkOoBF4485NdJA5yj+AwHQAK2nuTQGArqN/sep7aN/GUf/CIAQzEQrAB5A69tqc33/CYAQBCkGnCgGBDpjt/HnU/xHAIQiwoRXDAg8kQB9/zPS/wRAKCJM+F3DDDyZ31u3hc7+EwChCNIZcFyiFwCE9F38YYgJgIhEmPi/G2bgcQQ4+5+ZG2kCIGIWYCZ6ARBYQJ+p/icAItP6NsCWbQCAgL4D6X8CIDS2AQDcIIhwVv1PAMgAiGIABBPO5z//+deZYSYAwlJOA8wbf0zbAADhLPonAHALtgEAfGUpmLdT+9X/n4w0AYAYSnhimIF7E+EujblhJgDCU47BLBp/zHGJagAQzAvH/wgAxFLD6gCAH7AUyjn137pYFv0TALhEhDqAF4YZCB/9Z+z/EwAIpognJboBcDcRCmZlAAgArCjHASOciZ0YbSD0Gjm3/08AIKYqtg0A3EHJkI0bf0zNfwgA3MLfohtA9N849v8JAATNAGyrAwDuJEKGbG6YCQBcI0g/gC8iwGgDYdfGwjATALgdhYBAXFpfGwoACQB8hwh1AAoBgWsE6ZSpAJAAwHeYB3hGWwBAzHWhAJAAQHCFvOVeAOAGvwR4xoVhJgBwB6UhUIRFQgAA8dYEAUAAwCJpvtkJ8FAmAZ5RDQABgB8QYZ9MISBQ+Pe3XyMI4vOS4QQBgOAZAFsAwDciCADRPwEAAuALWzoCAl+ZRMgAGGYCAD/g5z//mgd5VFkA4IL/C/CMfxtmAgDUMgEAxFsLMgAEAO5JiH4Ahhn4wphNAwGAFYsAz+gkABBHAMgAEAC4J/+VAQDaJ8gRwFzbJANAAEAG4CtqAABNsUAAIKAASI4CAiEyYQvDTADg/kTZL5MFQHTcAQACAN+wXwYAIADQMhOvAMFxDTAIANxAFgBonwg1AP81zAQAHkaEOoD/GGYAIAAQj7FXAGsAIABwFVsAAAHQAgvDTADgYfwvwDPqAwAQACAAEBB9AACAAAAAAAQA1AAADfPvb79OvAUQALgN12cCAAgANBsFjb0FACAAEA8CAAAIAAAAQAAAAAACAAAAEAAAAIAAAAAABAAAACAAAAAAAQAAAAEAAAAIAADAmvn5z7/m3gIIAAAAQAAgFK49Btpm4hUQAMANfv7zL9ceAwABAAChWHgFIABwnS2vACAAAAIgHtteAYAGeOEVEADAdeZeAYKjBgYEAAAE5G+vAAQArvN/XgGABph4BQQAHkaEGoBPhhnB0QcDBAAABCREDcC/v/06NtQEABDO+AHfYRHkOQkAAgAPYBLgGaU/EZqf//wrigDQ14QAAGQAgIBZAH1NCADchyj7ZcvoRwYAiCEAnGoiAHBPIggA0T9wQQQhLANAAOCeRNgvE/0DF/xPUAMCAJHU8sIwA1+YEwAgALAiwn7Zfw0zEEcM//vbr7YBCADIAHzBFgCQQh0FlAUgAGChxIl6gHsyF9iAAEAIAeAIIBBOEP9imAkAfIcg+2ScP3CVCNcCjw0zAQCLhAAA4q0JWwAEACwSJwCAy/z851/zCM/572+/Tow2AYC7ibBPNjfMgCwACADEWyC2AICYwlghIAGA7zBu3fn//Odf7gEAbhKhEFAGgADAbQTZHxP9A3EzANtLO7dlqAkAxFTHnwwzcJPSEXDBzoEAiEmE/TEZACB2FmBimAkAxFsY5zoAAt8lQobshWEmAHCJsi82Ft0AMgACHRAAon/RDRCIKHUAGgIRALhKhLTYqWEGrBNZAAIAsRbEItC958BTiJAp+90wEwBIX/f/Wz8aMzfSwI9ZCuUIGQD9AAgABIn+M38YZuDeRBABu4aZAECM/X8ZAIBgjmb3CACEzwCc6v8PyADIABAAuMS/v/06Tu3v/0v/Aw+gCOZ544+5tbR/RAABIPpvnLlhBgjnW7ANQACEpvXjMGeO/wGPYhbgGWUACIDQtL4APhhi4OGUbYDWawHG//72q9sBCYB4BNn/0v0PeDwRtgFeGmYCICKtp//n0v8AAf0DpoaZAIiI9D+AOynbALPGH9NpAAIgFmXCt94KU/ofeDoRtgHcDUAAhKL1CT/T/AfoJAuQhfSi8cecuhuAAIgS/eeJLv0PwHr6hm0AAiAEraf/89W/c8MMdMYswDO+MswEQARaP/Yi+gc6pJymab2mZltPAAKgaUrv/0njj3lspIHOeScLAAKgbqaNP5/iP2A9WYB5ar8YcFcxIAHQMtL/AB7LUePPt5U0BiIAWmSpbPPEHjf8iGeK/4C1ZgFmy6/WM2y2AQgA0X+FvDPEgHX2RMYlWAIB0Ez0nyP/ScOPuCjRCYD1chwgC+CCIAKgKd6ISgA8lSD3A0yWQdPEaBMALUT/rRe2RDBIAMEtaCIA8GBet26MHP0Des0CLGQBQADUEf23XNWaHb/GP0D/HAV4RlkAAqD66L/lxhaif0AWQBaAAIDoH4AsgCwAAQDRP4B1ZwFaFwGyAASA6F/0D+AWIvQFkAUgAET/A+JI9A8MIguQ12HrxwInugMSAKL/YZC7/on+gWFlARayACAAhjFRm47+DTEwuCxA6+sy3xFwaLS7Y+QVdB79j5df/zT8iPOlsdkx0sAg7c/H1PadI1noPLP9KAMwVN43/nyif8D63BQ5s/rWMBMAQ1Tfk8bV92ypvOdGGhgmZX3OGn/MqWOBBIDov19yyu3AEAOD5yC1fyxQFoAAGFT0f7j8Gjf8iI79AXVkASIUBG4rCHw6igC7cf7Z8X9O7Vb+ny2NynMjDVRll7JN2m78MZ+VboiQAdgY71Pbx/72DTFg3Q7U9oIA2JjKnqa2C/+Olwr7zEgDdVHWbYR7Al4bbQJgE86/9SMpi+TYH1C1gE8BOgSWbVgQAL3SfOpf4R9QdRYgr9/WtwKyDT4x2gRAn9F/Tjvtthw5OPMPNCEC5qn9mzudCiAAenP+49T2xRSLJPUPtERez63X8rzRIIgA6IOcbpL6B1BLFiDCVkDmfanNAgGwlug/F/21fLZW6h9oUwREOBUwTo4G3huNgB7m/HdT28UmGv4A7dux1m8MzOTOpYdGWwagq0XTurKMkiIEorOf2r8rQD0AAdCZ818dM2l5b+lAwx+gfUrr3Ahi/0R/AAKgC1rf98/X/M4MMxBGBJym9o8GbhURoCiQAHh09J/P+08bfsQc9bvmF4gnAg5S+0cDt5OrgwmARzr/3cYnz5d9f0f+gLDspfbrAaaaBN2OUwB3O/+sHHO1bOvn/WdGO9y8fuicPiMSm54Tk2LrWoe9IwDutSCygfynced/XFKAqHeejtPFuec8T1c1Kr9cmrer//s6mF8WCMvP/679d6KhrrmUtzojpMp39DkhAH7k/D+mtov+5stFsGO0q4rYc5T2n0tOfVzJI2RxkIXAp/J9RhwMdq7lY87Txh/zvIgAJ54IgJDOf7H8PGeABzn3ti85+u3G5+FKDHwqc/KMUWb/iAACYJMLIJ/13zXx0VNkn539L+V77K1cEQX5e06o9j4v8zz8nNre/kxlfu1En18EwLeJHyH9tVfO/2JzDv9F+XY2+f6Gel5EAUHQ31z9HGRuhRYBBEAc568Ctv9IKjv63zn8zo32H8vPqUzWWudvtofvg8ynsCJgZKKHcP65058+//1ETi+Lw9/2RtZONtqnRRDIDnQ/nw+XX2+IAAKA8+f8cfsc2r0U5Y+9kY1yeik7QAywkUQAARB6Yit0WW+kn+eP1P5wxcAHNS+dzPfWi6PD2stRwMkc5agL59/tvBkXh/9SpF8Vq22Cd2oG2Ex2M7AACDSRF8lZ/67mzMrpT7yNJtbFu3SxLWZtsJ3fE40hjkuPAk3gPHHfJ00ucL9o/1WS4m+ZmazAo0RAPh44JgIIgNqcf+sX+3D+T58nk+L4d72NMMzTRa3AzKtgS2+xpwctz41RgAk7TTHOs3L+T5sjb5K9/cgsshBIF5dk2R4gAi7TbA+VUeMTNd9u9Zrzxy1zY6vMDUV9uL6W3hECRMA1mjxOPWp0cuZJmY+uTDh/3OH4XyX7+/ixEMiGf+F1EAHpYrtoryVhOGp0Up4khSrg+NENRzICREBhUURAEzZ31NhkzAb+baAIhfPn+NFvRoAQIAKaKQ4cNTIB88TLhX67gSYg538/QfiG40fXQmC59g69itAiIDMrQqBaQThqYOLtFucfSX1y/t+fE9Okqh/rZVGMv1bDsUVAtsP7tdrjUcWTbasY+deBJhvn//05MSlzYuJtoCfmRQhYk3FFQLbLR8s5cEwA9Gfo3weL8PT2/74YzLUfU28DG+K4OIFz6zFU2+DrYnC/plMjowonVqS9fs7/x3PCPj+GFAke6CoYWgRUNQdGFU2oqIb+tKhKzv/qfJiUqH/b24BIcLAiIEo/lirnwKiCSRTZ0DfZfaoDoxKt9gN1cuS0wJc1m7O204CPPvgTI6MBT5pxukj3T4Kum4Mai0p6EIPRaj9QN1VXiXe4dqO0Zb9rDmR7PicA7uf436S4BV32EW+P+iPWfkA2oKV1PE0xLma7i9Ni2xcEAMd/l/N3zO9m1J/3ERX5QTbAem6BwZwYGQ1gQuS9/VfJES6V/jejfnv9aJHQ23vB7mv5XrC38dbSow1Oguzw81WsE/ag/paSDATwIOapsZvlHiHwIx4TvE0IZPv/bhNbA6OeB318KdqX0hUN3DZHDkvkD0Qw/ntDLA7rcb1HPSFwVyD4oc/5MOppkCdJi1aL/8cRwYk5goCELhBUHHiDRZkTs6oFgBatd3JWnP/Cq1AYBCRbAhHvELiPEFjrhVMjA9o7mvtcnSc58pHyB4KfApIFvJO1dYMdrWkgc8QvpXNzcTvff3WxO9sP3GQ/sp0I3jToe9mAva7F4WgNg8f530Q3sKtzRJU/8H1CZwqXNmK3+BEZ5KtBZKcZotEaBu3EOF0hn/M88BosbOARgcNO4LqAcfEnLvy6KgKedTUnfup4sET+Vwdqj/O/MkcOk2I/4L5kx/e5ZMzCkYukl5/n6aJzHi7Y6tLPdpYBWE7SXPA3MT5fmKfAFb23zA2nQYCnBxPzwDZkIni4wk4X8+GnDgeH8/9W6Kel71Xn/5HzB54U9X0s9VUhKc7uWbqoiEdHJ6c6yQCI/r/gbP/NeaHYD+iW8DVFS7vyujjA6NmAZ0/1Nz91MBjbnP+Xrk3POf8b8+Ij5w90yuvSPjcspXV6rg2YB58LT/a7XWwBvAw8AHkCPo9+z/ctzn+6/PpMoQNrYbpcYydley2qCMgFgjs5+Ao8D14MQQBErFC9vNfvbP9N5+80CLBe8nHaj5FFQBEChyUbENEOj4cgACZBo35HU246/0POH+iNbSLgiwg4K8cFD0pwhh4FQKSof69E/Quv44bzz45fT3+ACNiUEIhWG/Dk7PuTBEBp/hOBPLGerfNWpgac/9SbAIiADYuAVW3AfoBswJO3PX566stu/AVnJZnT/QfO9XP+ABFQjRCYpYu+ATNvY00CoGGys99X5Mf5A0RAtSLgvFyotJPaLBLcbAag0FoWIB8reebaXs4fIAKaEALzRosE/x6CAJg38jJnxfEfSvdz/gAR0JwQ+FLLldrZFnhyTVoXAuBT5S8xC5ic6t9X3c/5A0RA0yJgtS1Q+2mBWReBald3Afy/VF/Xt7x/chD5hi3OH2iesxLgyGrebtMm6aJ3ybiynz6c2wCXvKvoxeUof7/07uf8OX9AJiBuRiDXB+Rtgf1UTz3baVe+a9TVL1pOsM9p2G2B8+AeKe7j/IGAZKex5zX80NYdLr9epeFmtHMmp7OL57o8BjjUxguriF9l/+MWxFvOH6ie3ei3CN4zI5AFQM4IHA3Un3Vaqzbq8pcN7CKY+fLzgdNvZjwBPJ3j3NjMa7iX/ctZgNcDygjsd+3PRmt4aZt2GvloxDv7+5x/QC7P+eunc846jGgm1/798rWk28k10ENnX2D0YCGQb1/Md52MWxqz0ZpeWDYQJz0bgvxyjhzl62z8PnoTg2LlwPP3/y79+2KIc74Yze1rguHFHQIC/bPnbpNHzessBF4WQdAHq6vn1yLYRmt8UeMSQU7W/HLyCYQZx9/ZuG0X5y+K21wUn+fyf1f/3OLcLvZhXETCf8o3YdAf2XZqdf60+TstYmBdWYGzEvmvbYxGPbyorJTedvySsnL9QMGuJWr7h/Pv1dnnxZ1bep4xxl8N63b5vEi2FNYtAp7pEdBJ0LTKCow7Gpej0rlwrYx6fEmTSy/poQt6UYzlH/nbhF2b8/+Yhn2Us3Zjm+fwp+Ls517JgwzsShBMUn1NW4aMRkHdz9XdS3P1oWORM9qnfY3HaMMLOi/k/1xb0NnZ/zd92+88Mzl7GZOT1N++VjSHPxfdd54lmBAEnaFHQD++7v+uBViX63k2EtiODBHKWf/X3kQn0dQqSyXC79fIZiHwMslgPZajcgYegSAAGM9pctzvSdFTifJPFaIOYj6vjmz9nmS0HoqTAQQAgkVOn72JRzn9P1KPe3UgBnrAyQACAEGM47g4fxXW9yMbxQ+po2s4sTExkLu62Sb4/jxXFEgAoHFjqOL/fhHRLF10llx4HU2J3ywEpgTwrSgKJADQsAF0u9/3mRenbz+0/bWQ10EuHpx4G1c46OMcOggA9G/wFP2J9nEzK5B7vT+mT0mr7DjNQgCgHSOn6O8m2dmv2knb97RGhnYD3KZFsU6BBAAaMWzZ+Y+9ja+O/8itaPjOmpmmzd4ANwTUAxAAaMCY6fR3wbw4/rlXAULgXqgHIABQsQHLKc23HD/HD0LgkTzXH4AAQH1GK/q+/6JEMCr60cV6ilojsCgiQD0AAYCKjFXUff9FsseP9a6tNynWHRrHy/V0YPQJANRhpCLu++cI5V0xVqIVrHuNZXGdj9VOgjyy+wIIAFRgmKYp3nn/WYn6F2YAel5vWWjnOptxAIHtaCABgIFHJZH6/OfipAMFftjwulvVB7xp/FEdDSQAMGBDlPv8TwI86pd0v3vMMbD1lwtvc/at5bs2bAUQABig8Yly5C9H+/vS/RjwWjxsOBtgK4AAwAAjj9aP/GWDc6QxCWQDNo6tAAIAAzI2n1PbaUdRP2QDhoWtAAIADIyoH/jBGp0sv/LR3K3G1qatgEr5yStowrBsN+z8c4X/DueP2imnVJ4tPy1FzFnMvDW6MgDYnABotepf5zG0umYPGxPtO47hygCgf0PyukHnn9OJe5w/Gs4GZAGwU+Z6C7w3qgQA+nX+49Re6n+V8ldYhNZFQI6Yn5c5XzvjktUAAYCeyHtvLRUUzYrzd+0oooiARckEzBp4nFclKEElqAGoN/rPvcdPGnqkA4V+CL6ms6Cv/XZBvQEIAKzZULR0zW/eA92X8geaucRLQWAl2AKok9eNOP9Fst8PfGW5FmbLr71Ud3GggkAZAKwpQsiO/58GHmVV7KeBCHBznefeHvl4b601Pkcu6ZIBAHV9G6ecP/DdTMAXgVxxJuBV2aoEAYCOooJJqv/M/ywXCXH+QNMiIDv/N0aRAIDo/7Lz3zeMwINFwKLCn//asUACAN1E/7UX/h1z/sCjRcDzSjMB7gkYMIoA63D+OZ2WC/9q3VPbL9XNAB5vB2otDHQsUAYAT+A15w/IBKQ6awLUAsgA4JGqf5zqPfbH+QMyAbIAMgAIpp4POH9grZkAdgwyAKL/waHaH1i/fZimuk4GyQLIAOAB1FhBy/kD/WQCZsuvA1kAyAC0p+4n6WKfj/MH8D1bkbMAU1kAyAC0Q21q+ayyaARoJROQRXctTlUWgADADxT9ONXV8tfFPsBmyTcILir4nZOS3QQBgAZUcnb6+5w/sNEswHmq5xphWYCBoAZgmNF/TZX/z8uxJACbtx/TVMfJgGdLu7EwYjIAuMqrin7rPucPDCoTMFt+zWQBIANQn3qvqee/in9guHYknyDalgWADEA97Fbi/M84f2CwWYAvdTlp+PUAsgAEAC7xsoLfmI3KjqECBi0C8tbc0dADnpKtAAEQm4qO/u2p+AeqEAHHadj9AbLznxopAgB1FP8d6eIFVMXQtwJeGSICABf7/0Mm7/sfGiagqizAIg17K2BcrjcGARCTsgDGA/6JqyYjAOoTAUPfCnhplAgA0f9wOXJcB6iaIZ/a2TU8BEBkfh/wbzstEQSAerMAWcAPdStgXIqgQQDEohyDGeoe2PnAIwcA9xcBh2m4FwZNjBABEJEhT/wjR/6Aphjqld0vDA0BEJGhRv9zqX+guSzAaRpmQeDY6BAAEflloL9L6h+QBeiLiWEhACIyxFaYqv6BdrMAuU3wbGi/S1tgAiAiQ1O+ec9f6h9omyGeCNAQiADAhjlQ+Ac0nwVYDDELAAIAmyO3+2UUAFkAEACIFv17BYAsAAgAxGLupj8gHO+8AgIAG3S8A/kd0oFAvCzA2VBskACEAIjIQvQPIHgWQOExARCSTwwAgA1G3qcDCETOjAQBEJHTDf/9i2IAAMTlg0CIAED/6vt8wyJA9A9gFjwQIgAQ0gnPvH4gfCCy2KAtOCvFiCAAQi6+edpMJe5M1z8AhU2dBJKFJADCk2/fOw+y4AEMMwvQ9z0gC91HCQCL72Lx9dmJz41/AG4LCvpMx7t2fIOMvIJh8e9vv75ffk3X/NfkPbfn3jaAW2xQvpXvY1r/VeXHSzuk/bgMAC5lArIinq3xrzinugF8xwblDMDemv+aOedPAKBfEZCd/46KWwA/sEHzIgLWUZfUh8AAAVC9COhSIXP+AB5ig/LZ/J3UbZfA02KHnD4aAGoABk7Zj3u7/Eye8MdkNb+v6A/AI2zQVrFB0yf+Ubnw+NAbJQDw8EWYBcCr5Wf3gY7/g2M2ADZkgzKz5NQRAYBOFuG4ZANeLD/j8p/z92px5e+/l59TCw7AmmxQFgG/Lz85Q3n9tEBO7+etxj/YIQAA2hcGW94CAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABojP8vwACJFhLmNh7jwQAAAABJRU5ErkJggg==",
"path": "emoji_u1f4a2.png"
} | Generate code for a svg of a anger symbol | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M63.7,40.03c-27.77,0-38.93-27.23-38.93-27.23c-1.22-2.34-1.79-5.33-0.03-7.38 c0.13-0.15,0.26-0.28,0.39-0.41c2.19-2.02,5.49-0.86,6.61,2.11c2.27,6.02,11.25,18.63,31.79,18.63 c21.24,0,30.81-13.83,32.87-19.01c0.43-1.09,1.18-2.01,2.17-2.4c1.58-0.62,3.4-0.2,4.66,1.26c1.76,2.04,1.3,4.28-0.02,7.38 C103.21,12.98,91.47,40.03,63.7,40.03z" style="fill:#F44336;"/>
<path d="M64.71,87.97c27.77,0,38.93,27.23,38.93,27.23c1.22,2.34,1.79,5.33,0.03,7.38 c-0.13,0.15-0.26,0.28-0.39,0.41c-2.19,2.02-5.49,0.86-6.61-2.11c-2.27-6.02-11.25-18.63-31.79-18.63 c-21.24,0-30.81,13.83-32.87,19.01c-0.43,1.09-1.18,2.01-2.17,2.4c-1.58,0.62-3.4,0.2-4.66-1.26c-1.76-2.04-1.3-4.28,0.02-7.38 C25.2,115.02,36.93,87.97,64.71,87.97z" style="fill:#F44336;"/>
<path d="M87.97,63.62c0-27.33,27.23-38.31,27.23-38.31c2.34-1.2,5.33-1.76,7.38-0.03 c0.15,0.12,0.28,0.25,0.41,0.39c2.02,2.15,0.86,5.4-2.11,6.5c-6.02,2.24-18.63,11.07-18.63,31.28c0,20.9,13.83,30.32,19.01,32.34 c1.09,0.42,2.01,1.16,2.4,2.13c0.62,1.56,0.2,3.35-1.26,4.59c-2.04,1.73-4.28,1.28-7.38-0.01 C115.02,102.49,87.97,90.94,87.97,63.62z" style="fill:#F44336;"/>
<path d="M40.03,64.21c0,27.33-27.23,38.31-27.23,38.31c-2.34,1.2-5.33,1.76-7.38,0.03 c-0.15-0.12-0.28-0.25-0.41-0.39c-2.02-2.15-0.86-5.4,2.11-6.5c6.02-2.24,18.63-11.07,18.63-31.28c0-20.9-13.83-30.32-19.01-32.34 c-1.09-0.42-2.01-1.16-2.4-2.13c-0.62-1.56-0.2-3.35,1.26-4.59c2.04-1.73,4.28-1.28,7.38,0.01 C12.98,25.33,40.03,36.88,40.03,64.21z" style="fill:#F44336;"/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a soft lavender mist rising from the valley. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#e1d1e3" d="M0 0h78q1 2-2 2l2 7-2 1 5 3 2-2v10h-3l4 9-2 4 7 4-2 1q2 1 2 3 3-3 7-1v27q-3-2-2-5l-4-1-1 2-1-5-2-1q0 8-7 2l-3 4q-4 0-6-5l-1 2q-2-3 1-4l-4-2q0-3 1 0-1-7 3-13-3-4-3-8-3-2-5-1v-8q4-3 1-8l-6-8-2 3q-3-2-5 2l-4-1-2 3-9 1-3 3-2-2q-3 3-1 7l-4 5v2q3-6 5 0-6 3-4 10l-3 1 1 1q-4 4 0 8l-2 2q-9 0-12 7-2-4-5 0-3-4-1-7 3 3 4-1l-5-1-3 3z"/><path fill="#e4d5e4" d="M78 0h18v41q-4-2-7 1 0-2-2-3l2-1-7-4 2-4-4-9h3V11l-2 2-5-3 2-1-2-7q3 0 2-2"/><path fill="#dfcfe1" d="M96 68v5H86l-4 4h-5v-2l-2-5-10-5q-7-1-11 4l-2-10-1 1q-3-1-3-4-3-2-5-1-3-3-4-1-6 8-14 12-4-2-7 0l-4 6q-4-2-7 1-3-1 0-2H0V55l3-3 5 1q-1 4-4 1-2 3 1 7 3-4 5 0 3-7 12-7l2-2q-4-4 0-8l-1-1 3-1q-2-7 4-10-2-6-5 0v-2l4-5q-2-4 1-7l2 2 3-3 9-1 2-3 4 1q2-4 5-2l2-3 6 8q3 5-1 8v8q2-1 5 1 0 4 3 8-4 6-3 13-1-3-1 0l4 2q-3 1-1 4l1-2q2 5 6 5l3-4q7 6 7-2l2 1 1 5 1-2 4 1q-1 3 2 5"/><path fill="#decde0" d="M43 55h-2l2 5q2-2 3 0-2 3-5 2l-1 2q1 3 5 5-3 0-3 3h-1l-2-4-8 4q-1-6-6-5l-1 2v2q-3-2-4-1l-7 5H0v-4h7q-3 1 0 2 3-3 7-1l4-6q3-2 7 0 8-4 14-12 1-2 4 1"/><path fill="#ddcce1" d="M43 55q2-1 5 1 0 3 3 4l1-1 2 10q-6 3-9 0-4-2-5-5l1-2q3 1 5-2-1-2-3 0l-2-5z"/><path fill="#e7d5e1" d="m31 72-7-3 1-2q5-1 6 5"/><path fill="#e6d4e2" d="M77 75H52q-8 2-1-3h-9q0-3 3-3 3 3 9 0 4-5 11-4l10 5z"/><path fill="#ead9e5" d="M24 71q2 1 1 4h7l4 5-7-3-2 2q-5-3-8 0-4 0-5-2l-1-2 7-5q1-1 4 1"/><path fill="#dac8df" d="M41 72q-6 0-9 3h-7q1-3-1-4v-2l7 3 8-4z"/><path fill="#f0e0e9" d="M41 72h9q-7 5 1 3 3 0-1 2l-1 4-1 1h-2q-2-3-5-3l-6 1-4-5q3-3 9-3"/><path fill="#ebd9e3" d="M52 75h25v2h-8q-4 0-7 2-5-4-10-1l1 2-3 1 1-4q4-2 1-2"/><path fill="#cdb7db" d="M96 73v20l-4-3-1 1-3-6q2 0 1-2 3-4-2-7l-7 3 2-2 4-4z"/><path fill="#d7c4dd" d="M5 75q3 1 6 5l2 2q-6-1-10-6H0v-1z"/><path fill="#e4d2e2" d="m13 75 1 2q-3 0 0 1l-3 2q-3-4-6-5z"/><path fill="#ddcbe0" d="M14 77q1 2 5 2 2 1 2 5l-8-2-2-2 3-2q-3-1 0-1"/><path fill="#e2d1e2" d="M27 79q0 3 5 3l-2 1h-2q-4-5-5 1h-2q0-4-2-5 3-3 8 0"/><path fill="#d9c8dd" d="m82 77-2 2q-2 0-2 2l-4 4q-3-2-4 1-1-3 1-5l-2-1-4 6v-4l-12-2-1-2q5-3 10 1 3-2 7-2z"/><path fill="#d6c1dd" d="m36 80 6-1q3 0 5 3 3 2 1 6h7l10-2 4-6 2 1q-2 2-1 5-7 0-1 2l-10 4q1 4 4 1l4 1v2H44l-4-4-1-4q0-3 2 0v-2l-3-3q-3-2-4 1l-4-1 2-1q-5 0-5-3l2-2z"/><path fill="#e1d0e1" d="m53 80 12 2v4l-10 2q-1-6-6-6l1-1z"/><path fill="#d1bed9" d="m28 83-3 1h-2q1-6 5-1"/><path fill="#ddcbe1" d="M47 82h2q5 0 6 6h-7q2-4-1-6"/><path fill="#cab3da" d="M96 93v3H67v-1q7-1 13-5 1 2 4-1v3q4-3 2-6l-6 2-4-2 2-5q0-2 2-2l7-3q5 3 2 7 1 2-1 2l3 6 1-1z"/><path fill="#cbb5d9" d="M0 76h3q4 5 10 6l8 2h4q-3 6 5 6v5l9-3h1l4 4H0z"/><path fill="#c8b1d8" d="M28 83h2l4 1q0 4 5 8l-9 3v-5q-8 0-5-6z"/><path fill="#cebad8" d="M40 92h-1q-5-4-5-8 1-3 4-1l3 3v2q-2-3-2 0z"/><path fill="#cbb6da" d="m78 81-2 5 4 2 6-2q2 3-2 6v-3q-3 3-4 1-6 4-13 5v-1q2-6 7-9z"/><path fill="#d6c3dc" d="M74 85q-5 3-7 9l-4-1q-3 3-4-1l10-4q-6-2 1-2 1-3 4-1"/></svg> | |
Drawing a person holding hands is a visually striking and emotionally charged scene. The combination of medium skin tone, medium-light skin tone, and a medium-light skin tone creates a sense of intimacy and connection. The curves and shapes of the hands suggest a sense of closeness and shared experience. The overall feeling is one of warmth, affection, and a feeling of shared connection. | {
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I draw images of gears and wrenches, focusing on the mechanics of their movement and the way they interact with each other. I aim to capture the intricate details and the interplay of form and function, emphasizing the visual appeal of the gears and the wrench. The overall goal is to create a visually engaging and informative image that showcases the intricate workings of these mechanical components. | {
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} | Generate code for a svg of a red hurdles placed on the green running track. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#6fd565" d="M0 0h96v49l-3-1-11 6q-1-3 1-4-6-2-12-1v-3h-6l-4 3q-3 2 0 3-4 0-7 3-4-4-9-4-4 2 0 3-3 3-4-1 1-3-1-5l-7 4 6 4q-8-2-10 1-1 3 1 6l1-5h4q2 1 2 5l1-4 1 5q-5 0-8 2l-1 2 5 4-15-2-3 1-14 5 3 2-6 1z"/><path fill="#cb482f" d="m39 56-1 3-1 4q0-4-2-5-3-2-6-1 2-3 10-1"/><path fill="#ae6c42" d="M29 57q3-1 6 1h-4l-1 5q-2-3-1-6"/><path fill="#ee3e23" d="m35 72-1 2-13-2 1 6-2 3v-9l-4-2 3-1z"/><path fill="#64ca56" d="m71 49 1 6 1-4h8q-1 2 1 3l11-6 3 1v13q-6 16-9 34H0V85l19 3h12l28-17 2-9q-3-4 3-3h4q0 9 2 0-8-3-14-2l2 1v3h-8q-4-1-6 1l1 1v6h-6l16 3q-6 4-10 4l-9-3-1-1-5-4 1-2q3-2 8-2l-1-5 1-3-6-4 7-4q2 2 1 5 1 4 4 1-4-1 0-3 5 0 9 4 3-3 7-3-3-1 0-3l4-3h6z"/><path fill="#72c357" d="M58 69q-6-1-1-3h-2l-8 2v-5l11 1z"/><path fill="#d83d25" d="m50 61 11 1-2 9-1-2v-5l-11-1v5l-2-5-1-1q2-2 6-1"/><path fill="#af9045" d="M58 58q3-1 6 1-6-1-3 3l-11-1h8z"/><path fill="#d13625" d="M64 59q-3-2-6-1l-2-1q6-1 14 2-2 9-2 0z"/><path fill="#c85734" d="M71 49q6-1 12 1-2 1-1 4-2-1-1-3h-8l-1 4z"/><path fill="#4ead45" d="m45 63 2 5 8-2h2q-5 2 1 3l1 2-28 17-25-6h13v-8l2 8 2-3-1-6 13 2 1-2 9 3q4 0 10-4l-16-3h6z"/><path fill="#5cbf53" d="M96 67v29h-7q1-16 7-29"/><path fill="#409e40" d="m17 71 4 2v9l-2-8v8H6l25 6H19L0 85v-6l6-1-3-2z"/><path fill="#d4f0d3" d="M82 96h-2l10-28z"/><path fill="#d4efd5" d="M96 62v5q-6 13-7 29h-2q3-18 9-34"/></svg> | |
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} | Generate code for a svg of a a close up of a blue and white logo with a white background | <svg height="20" viewBox="0 0 20 20" width="20" xmlns="http://www.w3.org/2000/svg"><g fill="none" fill-rule="evenodd" stroke="#79879c" stroke-width="1.5"><path d="m8 2.5h4c.5522847 0 1 .44771525 1 1v1c0 .55228475-.4477153 1-1 1h-4c-.55228475 0-1-.44771525-1-1v-1c0-.55228475.44771525-1 1-1z"/><path d="m8 8.5h4c.5522847 0 1 .44771525 1 1v1c0 .5522847-.4477153 1-1 1h-4c-.55228475 0-1-.4477153-1-1v-1c0-.55228475.44771525-1 1-1z"/><path d="m8 14.5h4c.5522847 0 1 .4477153 1 1v1c0 .5522847-.4477153 1-1 1h-4c-.55228475 0-1-.4477153-1-1v-1c0-.5522847.44771525-1 1-1z"/><path d="m13.5 4c1.6568542 0 3 1.34314575 3 3s-1.3431458 3-3 3"/><path d="m3.5 10c1.65685425 0 3 1.3431458 3 3s-1.34314575 3-3 3" transform="matrix(-1 0 0 1 10 0)"/></g></svg> | |
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"path": "emoji_u1f91f.png"
} | Generate code for a svg of a love-you gesture | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M105.06,68.86c-7.62,1.78-14.3,6.26-15.32,7.78c-0.25,0.37-0.85,0.05-1.69-0.74 c0.15-17.88,0.22-46.04-0.57-59.9c-0.55-9.65-4.14-11.72-7.33-11.96c-5.05-0.39-6.93,2.52-7.65,11.57 c-1.13,14.27-1.06,29.37-1.68,32.4c0,0-2.15-7.78-10.02-8.93c-8.52-1.24-9.96,9.96-9.96,9.96s-5.11-7.75-13.13-4.69 c-6.68,2.55-6.75,11.71-6.75,11.71c-2.94,1.3-6.42-14.55-9.39-30.78C19.9,16.12,8.6,19.21,8.51,27.79 c-0.14,12.92,4.91,50.88,5.48,55.01c2.41,17.29,9.35,41.2,39.23,41.2c15.32,0,22.21-2.79,30.74-12.36 c6.67-7.49,9.53-16.6,22.16-25.02c9.18-6.12,15.38-4.96,15.37-10.96C121.49,71.17,116.4,66.21,105.06,68.86z" style="fill:#FFCA28;"/>
<path d="M50.32,66.89c0.18-0.33,2.8-2.15,3.46-1.08c4.45,7.14,13.1,5.91,15.39-1.39 c0.27-0.86,2,13.51-6.73,17c-2.61,1.04-6.12,1.09-7.99-1.01c-1.57-1.76-3.22-1.47-6.74,0.66c-2.43,1.47-7.3,0.39-9.25-1.67 c-1.95-2.06-3.3-4.36-4.14-7.08c-0.26-0.83-0.33-2.14,0.62-2.58C35.29,69.59,44.87,77,50.32,66.89z" style="fill:#FFB300;"/>
<g>
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<path d="M115.6,79.58c-3.35,0.95-8.37,2.61-12.13,5.12c-8.85,5.9-12.77,11.65-16.25,17.21 c-1.73,2.77-3.37,5.38-5.48,7.75c-7.95,8.93-13.84,12.06-28.28,12.42c-3.7,0.09-8.17,1.29-8.17,1.29c2.44,0.41,5.08,0.63,7.92,0.63 c15.32,0,22.21-2.79,30.74-12.36c6.67-7.49,9.53-16.6,22.16-25.02c8.76-5.84,14.79-5.07,15.32-10.2 C121.45,76.42,120.35,78.24,115.6,79.58z" style="fill:#EDA600;"/>
</g>
</svg> | |
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} | Generate code for a svg of a a comet's tail lighting up the cosmic landscape. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#685e56" d="m67 0-2 6q-3 2-4 6h-1l1-4 1-2z"/><path fill="#0c1b2f" d="M15 0h52l-4 6q-2-6-5-2l-2-2q-3 1-2 4-3-4-4 0l-1-1-1 5h-2l-2 4q2 2-1 3l-1-1q2 4-4 7l1 3q-6 3-7 10-3-4-6 0-3-3-5 2 2 3-1 5-1-3-3 0-2-1-1-3-2 0-2 3L4 42l-4 2V13h2V6q2 1 3-2 4-1 1 1l2 4q-3-1-4 1 3 2-1 4 5-2 9-1-9 5 0 3 3 2 4-1 3 3 0 6 0-7-3 0l-2-4-1 1v4h2l1 3q1-3 4-3l-1 1q3 0 2 3 3 3 5-1 5 4 12 1l-2-1v-3l-3 4-5-5 3-4q-3-1-2-3l-4-1-1 2-4-6-2 3q-6-3 0-5-2 0-3-2-3 5-1 0l2-2-1-1z"/><path fill="#101e33" d="M68 0h28v17l-7-3h-9l-1-2q-4 2-5 7l-1-2-2 2-2-4v-3l2-2q-4-3-3-6l-2 2z"/><path fill="#1a2537" d="m71 19-3 8q3 1-1 4l-2-2-3 6v3q-3-3-1 1-1-1-3 1-2 5 1 9h-3l-1 3v5l2 2q-1 4-4 1l-1 1q-2-4-1-7-1-6 2-11 0-7 6-12l1-3q7-7 3-16h-1q1-4 4-6l2-2q-1 3 3 6l-2 2v3z"/><path fill="#09182b" d="M0 0h15l-3 2 1 1-2 2q-2 5 1 0 1 2 3 2-6 2 0 5l2-3 4 6 1-2 4 1q-1 2 2 3l-3 4 5 5 3-4v3l2 1q-7 3-12-1-2 4-5 1 1-3-2-3l1-1q-3 0-4 3l-1-3h-2v-4l1-1 2 4q3-7 3 0 3-3 0-6-1 3-4 1-9 2 0-3-4-1-9 1 4-2 1-4 1-2 4-1L6 5q3-2-1-1-1 3-3 2v7H0z"/><path fill="#38313e" d="m62 8-1 4h2q4 9-3 16l-9 8-4 9-2-6-9 6-6 6q0-4 3-6l2-5 3-2 11-20q3-6 9-8l1-2 2-2z"/><path fill="#614645" d="M61 12v2l-7 11-1-2 2-5 4-4z"/><path fill="#4a3841" d="m59 14-4 4-2 5 1 2 7-11-5 16q-10 11-7-4 2-7 6-11 1-2 4-1"/><path fill="#0b1b2f" d="M96 17v26l-3-1-13 6-1 3-3-3v-2l-2 2q-2-3-5-3 1-3-2-3-2 0-3 2 0-5-3-5-2-4 1-1v-3l3-6 2 2q4-3 1-4l3-8 2-2 1 2q1-5 5-7l1 2h9z"/><path fill="#122133" d="m63 6-1 2-1-2-2 2-3-1q-6 1-9 7l-4 13-2-1v4q-4 4-6 10l-2 5q-4 1-6 4-5 0-9 3l-4-1-14 2v-9l4-2 10 1q0-3 2-3-1 2 1 3 2-3 3 0 3-2 1-5 2-5 5-2 3-4 6 0 1-7 7-10l-1-3q6-3 4-7l1 1q3-1 1-3l2-4h2l1-5 1 1q1-4 4 0-1-3 2-4l2 2q3-4 5 2"/><path fill="#202939" d="m59 8-1 2q-6 2-9 8L38 38l-3 2q2-6 6-10v-4l2 1 4-13q3-6 9-7z"/><path fill="#2f2d3b" d="m60 28-1 3q-6 5-6 12-3 5-2 11-3 3-2 8l-2 6q-1-3-3 0 0 6-4 10l-2-2q1-4 4-6l3-11 2-14 4-9z"/><path fill="#3f313d" d="m47 45-5 25q-3 2-4 6l-4-2h2l2-2 5-14-3-7 1-4q-6 1-9 4-7 12-21 15H0v-5l7 3q3-4 9-6 3 1 7-1 3-4 7-6l6-6 9-6z"/><path fill="#102134" d="M61 39q3 0 3 5 1-2 3-2 3 0 2 3 3 0 5 3l2-2v2l3 3 1-3 16-5v7l-5-2q-6 6-13 8-3-2-5-1l-1 2-2-2-2 5-1-1q-3 3-7 0l-2 2-1-2-2-2v-5l1-3h3q-3-4-1-9 2-2 3-1"/><path fill="#252836" d="M33 45q-3 2-3 6-3-1-4 1l-7 5-7-4-12 2v-2l14-2 4 1q4-3 9-3 2-3 6-4"/><path fill="#4e363f" d="M36 74q3-9 0-18l-2-1-12 9-4 2q-3-1-4 3l-3-3q14-3 21-15 3-3 9-4l-1 4 3 7-5 14z"/><path fill="#172738" d="M96 50v5l-5 1-4 5q-11 2-20 6l-8-3-3 2-5-2v-2h-2q-1-5 2-8-1 3 1 7l1-1q3 3 4-1l1 2 2-2q4 3 7 0l1 1 2-5 2 2 1-2q2-1 5 1 7-2 13-8z"/><path fill="#322936" d="M30 51q-4 2-7 6-4 2-7 1-6 2-9 6l-7-3v-6l12-2 7 4 7-5q1-2 4-1"/><path fill="#232f3d" d="M96 55v10q-7-1-9 5l-4 1-8-1-9 3q-3-3-6-1-6-6-13-4l2-6h2v2l5 2 3-2 8 3q9-4 20-6l4-5z"/><path fill="#5b3b41" d="M36 74h-2q-3-2-5-1 0-2 3-2l-2-1q5-6-1-7l-12 8q-3 0-3-2 1-4 4-3l4-2 12-9 2 1q3 9 0 18"/><path fill="#102034" d="M7 66h4l3 3q0 2 3 2 5 4 12 2 2-1 5 1l4 2 2 2 3 3 7-5 10 1q2-3 6-4l9-3 8 1v3l-16 5q-6 3-7 8l-6 2-5-1-9-4q-4 0-6 2-10 0-16-6l-6-1-6-12z"/><path fill="#263442" d="M47 68q7-2 13 4 3-2 6 1-4 1-6 4l-10-1-7 5-3-3q4-4 4-10 2-3 3 0"/><path fill="#674044" d="M29 73q-7 2-12-2l12-8q6 1 1 7l2 1q-3 0-3 2"/><path fill="#0a172b" d="M96 65v31H34l-3-2q2-2 6 1l8-4q3 3 3-1l7 1q1-2-1-2l6-2q1-5 7-8l16-5v-3l4-1q2-6 9-5"/><path fill="#0a182b" d="M0 66h7l-1 1 6 12 6 1q6 6 16 6 2-2 6-2l9 4 5 1q2 0 1 2l-7-1q0 4-3 1l-8 4q-4-3-6-1l3 2H0z"/></svg> | |
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</svg> | |
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} | Generate code for a svg of a vector illustration of a black and white coffee cup icon, featuring a white circle on the side. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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{
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"path": null
} | Generate code for a svg of a black and white icon of a file folder, displayed on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 60 60" style="enable-background:new 0 0 60 60;" xml:space="preserve">
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<rect x="11.044" y="17" width="38" height="3"/>
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a freshly harvested potatoes resting on the wooden crate. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9eedb" d="M0 0h96v52l-2 1-4-4q-6 1-9-4-5-1-7-4 0-4 5-5l-4-3 2-1q-3-2-6 1-1-5-6-2-6-4-13 0l-2-1-2 2-7 2-11-1-3 2q-3-3-6-2-4 4-9 4-6 6-9 13 1 3 3 2l3 4-1 1 3 2 1 8 3 2H6l-3-3-1 22q1 5 4 3 6 4 12 1h13l1 2 9-2 17 3q2-2 5 1H0z"/><path fill="#f8edd9" d="M96 52v44H63q-3-3-5-1l-17-3-9 2-1-2H18q-6 3-12-1-3 2-4-3l1-22 3 3 6-2-1-8-3-2 1-1-3-4q-2 1-3-2 3-7 9-13 5 0 9-4 3-1 6 2l3-2 11 1 7-2 2-2 2 1q7-4 13 0 5-3 6 2 3-3 6-1l-2 1 4 3q-5 1-5 5 2 3 7 4 3 5 9 4l4 4z"/><path fill="#e4aa63" d="m15 49 17 7 6 1v8l-23-8z"/><path fill="#935430" d="m36 53 2 3-6-2q0-3 2-3z"/><path fill="#494e25" d="M78 52q2 0 2 3-3-1-2-3"/><path fill="#7b5d39" d="m68 50 2 2 4-2h2l-1 2-23 4-2-1h1l1-1h7l4-2 4 1z"/><path fill="#daa053" d="m72 47 3 3-4 2-2-2q0-3 3-3"/><path fill="#d2924a" d="m66 41 2 2-2 5q-2 1-2 4l-4 2-1-3z"/><path fill="#5a632d" d="M66 48q2 0 2 2v3l-4-1q0-3 2-4"/><path fill="#a78b4f" d="m68 43 8 3q-3-1-4 1-3 0-3 3h-1q0-2-2-2z"/><path fill="#f2bc5e" d="M52 55h-1l-13 1-2-3q-1-3 2-5 7-1 13 3z"/><path fill="#f5c76b" d="M33 44q-1 6-7 7l-2-1 1-3q3-4 8-3"/><path fill="#755236" d="m25 47-1 3-1 1-5-3q3-2 7-1"/><path fill="#676c27" d="M72 47q1-2 4-1l1 1v3h-2z"/><path fill="#c98c49" d="M41 38h4l4 4q-1 3 3 5l1 7-1 1-1-4q-6-4-13-3-3 2-2 5l-2-2q-2 0-2 3l6 2v1l-6-1-17-7q0-2 3-1l5 3 1-1 2 1q6-1 7-7h2l1 2 5-4v4q5 2 4-3z"/><path fill="#f1bc5f" d="m53 40 3 1 3 1 1-2q3-1 6 1l-7 10 1 3h-7l-1-7q-4-2-3-5t4-2"/><path fill="#aa7e46" d="m60 40-1 2-3-1v3l-3-4q3-3 7 0"/><path fill="#f1bb5f" d="m41 38 4 5q1 5-4 3v-4l-5 4-1-2q2-4 6-6"/><path fill="#bc874e" d="M76 52h2q-1 2 2 3v5l-1 9-3-1-21 2h-4v-5l19-3-17 1-2-1 5-1q-3-2 0-4l-3-1z"/><path fill="#cbbd9a" d="M77 47h3v13-5q0-3-2-3h-2l1-2z"/><path fill="#a77344" d="m51 55 2 1 3 1q-3 2 0 4l-5 1 2 1-3 1 1 1v5h4l3 1q-6 0-9 3-6-1-11 1l-1-2v-7l-22-8v-1l23 8v-9z"/><path fill="#533926" d="m51 65-1-1 3-1 17-1z"/><path fill="#e6ae68" d="m15 58 22 8v7l-10-3-2-1-8-4-2-1z"/><path fill="#614b39" d="m17 65 8 4z"/><path fill="#5e4b3d" d="m27 70 10 3 1 2q-7-2-11-5"/><path fill="#ce9668" d="m79 70-6 2z"/></svg> | |
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} | Generate code for a svg of a kiss: man, man, medium-light skin tone, medium-dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "3d8fb28c95b2d9065fb046a951bcaba3b2e46add1fe9577f135dd316af1003f3.png"
} | Generate code for a svg of a a close up of a street sign with the number 70 on it | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://web.resource.org/cc/"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
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width="601"
height="601"
id="svg2"
sodipodi:version="0.32"
inkscape:version="0.44"
version="1.0"
sodipodi:docbase="C:\Documents and Settings\ltljltlj\Desktop\Signs\Speed Limit Signs"
sodipodi:docname="Night Speed 70 sign (Outline).svg">
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id="defs4" />
<sodipodi:namedview
id="base"
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
gridtolerance="10000"
guidetolerance="10"
objecttolerance="10"
inkscape:pageopacity="0.0"
inkscape:pageshadow="2"
inkscape:zoom="1.2866667"
inkscape:cx="300.00002"
inkscape:cy="300.00002"
inkscape:document-units="px"
inkscape:current-layer="layer1"
width="601px"
height="601px"
inkscape:window-width="1280"
inkscape:window-height="968"
inkscape:window-x="-4"
inkscape:window-y="-4" />
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id="metadata7">
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<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
</cc:Work>
</rdf:RDF>
</metadata>
<g
inkscape:label="Layer 1"
inkscape:groupmode="layer"
id="layer1">
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style="color:black;fill:white;fill-opacity:1;fill-rule:nonzero;stroke:black;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;marker:none;marker-start:none;marker-mid:none;marker-end:none;stroke-miterlimit:4;stroke-dashoffset:0;stroke-opacity:1;visibility:visible;display:inline;overflow:visible"
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"path": "emoji_u1fac2.png"
} | Generate code for a svg of a people hugging | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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",
"path": "emoji_u1f9da_1f3fc.png"
} | Generate code for a svg of a fairy: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="wings_3_">
<g>
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<path id="finger_13_" d="M104.14,50.31L104.14,50.31c-0.07,0.68,0.43,1.28,1.11,1.35l2.26,0.23 c0.68,0.07,1.28-0.43,1.35-1.11l0,0c0.07-0.68-0.43-1.28-1.11-1.35l-2.26-0.23C104.81,49.14,104.21,49.63,104.14,50.31z" style="fill:url(#finger_2_);"/>
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<path id="tone_11_" d="M107.65,51.9c-0.46-0.34-0.96-0.47-1.46-0.56c-0.51-0.07-1.02-0.09-1.57,0.08 c0.46,0.34,0.96,0.48,1.46,0.56C106.59,52.05,107.1,52.07,107.65,51.9z" style="fill:#BA8F63;"/>
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</svg> | |
{
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} | Generate code for a svg of a a single silver coin resting on a wooden table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafaf9" d="M0 0h96v43l-4 5q-2-2-2 0l1 3q-2-3-2 0l-6 7 1 1-12 9-6 3-6-4h-7l12-8-2-2q-6 7-14 10l-1 1q1 3 5 4 3-3 9-1l9 5q2-2 3 0l-4 5q-9-5-18-6H0z"/><path fill="#b5aeaa" d="M56 58v-1q8-10-1-19-3-2-5-1-3-1-5 2l-2-1-1-1q13-6 19 7 1 8-5 14"/><path fill="#e9e7e3" d="m50 37 3 4 3 1q-3 3-3 8l-3-4v-6q-9-1-6 6l4 2 2 7-2 1 1 1-5 1h-1l-3-7q-5-4-2-9l1 2 4-4-2-1 2-1 2 1q2-3 5-2"/><path fill="#c2bfbe" d="m50 46-2 2-4-2q-3-7 6-6z"/><path fill="#faf8f4" d="M96 43v52l-25-6q-4-5-1-8l4-5q-1-2-3 0l-9-5q-6-2-9 1-4-1-5-4l1-1q8-3 14-10l2 2-12 8h7l6 4 6-3 12-9-1-1 6-7q0-3 2 0l-1-3q0-2 2 0z"/><path fill="#d9d7d4" d="M50 37q2-1 5 1 9 9 1 19-7 2-12 1l5-1-1-1 2-1-2-7 2-2 3 4q0-5 3-8l-3-1z"/><path fill="#c6c5c4" d="m42 37-2 1 2 1-4 4-1-2q-3 5 2 9l3 7-1 1q-11-8-5-19 2-3 5-3"/><path fill="#68635d" d="M56 57q-8 3-14 1l1-1h1q5 1 12-1"/><path fill="#603520" d="M0 75h52q9 1 18 6-3 3 1 8 5 4 13 7H0z"/><path fill="#b29d8b" d="m71 89 25 6v1H84q-8-3-13-7"/></svg> | |
{
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"path": null
} | Generate code for a svg of a dark figures moving behind a foggy window. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafafa" d="M0 0h96v13H8l2 61q18 4 37 4l6 4q-3 6-2 14H0z"/><path fill="#b1bbbb" d="M11 13h85v1h-8v60q-2-3-1-4l-2-48v48h-1V15H12v48q-2-26-1-50"/><path fill="#89969a" d="M11 13q-1 24 1 50v8h24l-24 1-2 2-2-61z"/><path fill="#f7f7f6" d="m84 70-21 1H12V15h72z"/><path fill="#fcfcfc" d="M96 14v69l-8-9V14z"/><path fill="#9da2a5" d="m58 44 2 1 4 10-5 15-6-12z"/><path fill="#8a979b" d="M87 70h-2z"/><path fill="#dde0e0" d="M21 46q4 0 4 5 0 4-2 1l1 12-2 5-1-8-2 6h-2l-1-13z"/><path fill="#5f666d" d="M36 71h27v4h-3l-7 7-6-4q-19 0-37-4l2-2z"/><path fill="#2c303c" d="M84 70h2q-1 1 1 4l8 9v13H51q-1-8 2-14l7-7h3v-4z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a the bright green of bell peppers ready for harvest. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#a0df22" d="M0 0h96v2q-3 5-3 12-1 10 1 20l-2 2q-3-3-5-2 2-5-1-8l-1 1-7-2q-1 2 2 5-6 2 0 5-3 3 2 5l-1 7 3 3q-2 0-3 3l-3-1v-2q-1 6-5 2l-1 1-1-4 2-1-1-5q3 2 8 1v-3l-6-1 2-2q-8-3-1-7-2-1-1-3l-5-2h-3q-2 3-3-1l2-1 1-3-5-10-2 4-6-7q-1 1-3-1l-1 3-6-4-2-4q-3 2-1 5h-3l2-1q-5 0-2-3-6-4-6 3l-11 4-3-2q-3 3-7 0-5 3-7-1H0z"/><path fill="#a1e122" d="M71 49q-1-3-3 0-3-5-3 1v-5h5q-3-4-7-4 0-4-3-6-2-6-7-4l-6-7-2 2q2 2 1 5-4-1-7 2l1 24q0 6 5 11l8 1 1 1-5 6q-1-4-2 0-5-3-7-8h-3l-2-10q-2 0-2 3l-2-4-2 3v3l4 5q-3 1-4-1-3 1-3-2l-3 3-2-4-2 5q-4-5-6 1l-4-5q-2 3-5 1l-1 5-3-3V7h3q2 4 7 1 4 3 7 0l3 2 11-4q0-7 6-3-3 3 2 3l-2 1h3q-2-3 1-5l2 4 6 4 1-3q2 2 3 1l6 7 2-4 5 10-1 3-2 1q1 4 3 1h3l5 2q-1 2 1 3-7 4 1 7l-2 2 6 1v3q-5 1-8-1l1 5z"/><path fill="#4c9c11" d="m53 31-2 2q-4 0-5-2 1-3-1-5l2-2z"/><path fill="#a0e11f" d="M96 2v94H0V85l1-3q2 1 1 4 3 0 1 3l3 3q5-6 10 0l5-2 8 1q0-6 5-7 5 3 7 9h9q-4-2-1-5l2 4 4-3q3 2 6 1 2 3 3 0h3l-2-2h3q0-3 2-1l3-2 9 2q2-3-1-5l1-4-4 1v3l-3-2-1-8-4-4q0 4-3 1l-1 1q0-7-5-12-3 2-3 6l-2 1 4-30q3 2 3 6 4 0 7 4h-5v5q0-6 3-1 2-3 3 0l1 4 1-1q4 4 5-2v2l3 1q1-3 3-3l-3-3 1-7q-5-2-2-5-6-3 0-5-3-3-2-5l7 2 1-1q3 3 1 8 2-1 5 2l2-2q-2-10-1-20 0-7 3-12"/><path fill="#61bb01" d="M46 31q1 2 5 2l-1 15-3 1 1 1q-3 1-3 4l-1-11-1 8-3 6-1-24q3-3 7-2"/><path fill="#6bc003" d="M53 31q5-2 7 4l-4 30-3 4-8-1q-5-5-5-11l3-6 1-8 1 11q0-3 3-4l-1-1 3-1 1-15z"/><path fill="#9fdf20" d="m53 69 3-4 2-1q0-4 3-6 5 5 5 12l1-1q3 3 3-1l4 4 1 8 3 2v-3l4-1-1 4q3 2 1 5l-9-2-3 2q-2-2-2 1h-3l2 2h-3q-1 3-3 0-3 1-6-1l-4 3-2-4q-3 3 1 5h-9q-2-6-7-9-5 1-5 7l-8-1-5 2q-5-6-10 0l-3-3q2-3-1-3 1-3-1-4l-1 3V68l3 3 1-5q3 2 5-1l4 5q2-6 6-1l2-5 2 4 3-3q0 3 3 2 1 2 4 1l-4-5v-3l2-3 2 4q0-3 2-3l2 10h3q2 5 7 8 1-4 2 0l5-6z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a printer with a tray full of freshly printed pages. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#cdd3d5" d="M42 29v5q-3-1-3 1l-2 8q-8-1-13 3l2-13 3-3z"/><path fill="#2f3a4b" d="M39 35h3v3l13-1 2-2 1 7q-4-1-7 1l-2 2-2-1-1-1q-4-2-7-1z"/><path fill="#c8cfd3" d="M55 29h12q5 6 4 15-6-4-10-1-3-4-2-9h-4z"/><path fill="#efbf7d" d="M61 35h4v3h-4z"/><path fill="#868d96" d="M39 35v7q3-1 7 1h-9z"/><path fill="#586878" d="M42 29h13v5h4q-1 5 2 9H51q3-2 7-1l-1-7-2 2-13 1v-3h-3q0-2 3-1z"/><path fill="#f1f2f3" d="M37 43h9l1 1v9q-11-4-20-2l7 1-10 1q-3 0-3-2l3-5q5-4 13-3"/><path fill="#a7a8ac" d="m24 46-3 5h-1z"/><path fill="#eef1f2" d="M71 44q3 2 4 7l-26 2v-8l2-2h10q4-3 10 1"/><path fill="#9aa3ab" d="m47 44 2 1v8h-2z"/><path fill="#556272" d="M47 53h2l26-2 2 4H66l-32-3-7-1q9-2 20 2"/><path fill="#9aa3ac" d="M20 51q-1 2 2 4l-3 1-1-1z"/><path fill="#1a283c" d="M20 51q0 2 3 2l42 2H22q-3-2-2-4"/><path fill="#3c4b5f" d="M22 55h55l-3 3-55-2z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a simple notepad with a pencil resting on top, set against a yellow background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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Okay, here's a concise summary of my thoughts on drawing a black and white chair with wheels:My primary focus is on capturing the visual essence of a chair, emphasizing its form, movement, and the interplay of its components. I aim to create a visually appealing and engaging image that evokes a sense of comfort, functionality, and a sense of movement. The key elements are the curves, the shapes, and the detail, aiming to convey the chair's overall aesthetic and its role in the overall scene. | {
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} | Generate code for a svg of a a black and white picture of a chair with wheels | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="32" height="32" viewBox="0 0 32 32">
<title>e-icon-tree_1</title>
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"path": "emoji_u1f468_1f3fc_200d_1f9b3.png"
} | Generate code for a svg of a man: medium-light skin tone, white hair | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="face">
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<g id="eyebrows_x5F_white">
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</g>
<g id="eyes">
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</g>
<g id="hairGroup">
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<stop offset="0.997" style="stop-color:#FFFFFF;stop-opacity:0.5"/>
</radialGradient>
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</g>
</svg> | |
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"bytes": "",
"path": null
} | Generate code for a svg of a green potted plants displayed on a wooden table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfa" d="M0 0h96v66l-17-1 2-10q-3-2-4-1l-1-18-1 10h-1q-3 0-3 3l-1-3q-3-1-4 1l1 1q3 0 6 5l-5 2-1 2 2 8q-12 0-21 3h-1q-2-3-1-4h-7l2-13-3-1v-3h-4v-6q1-2-1-2l5-11q-6 1-7 8l-2-3q0-6-4-7-4 3-4 9l-7-2q0 6 7 10l2 3v7l-5 1-5-5-1 2q-2-3-2 0l1 2-1 2q-1 3 1 8H0z"/><path fill="#94d376" d="M29 33q0 4-4 7l-1-2q0 3-3 5-7-4-7-10l7 2q0-6 4-9 4 1 4 7"/><path fill="#97cf84" d="m79 25 2 2-4 7-3-3q1-4 5-6"/><path fill="#7bc064" d="M33 39q-3-1-2-3 1-7 7-8z"/><path fill="#84d07b" d="M65 36q3-3 6 3l-2 1z"/><path fill="#7ac474" d="M81 38q11 0 0 6-4-3 0-6"/><path fill="#d3e2d0" d="m29 33 2 3q-1 2 2 3 2 0 1 2-9-3-8 8l-3-3-2-3q3-2 3-5l1 2q4-3 4-7"/><path fill="#6fc464" d="M34 41v6h-1l-1-3-1 1h-1q-3 1-4 4-1-11 8-8"/><path fill="#f0f5f1" d="M30 45v8h-4v-4q1-3 4-4"/><path fill="#f5f8f6" d="m33 47 1 1-3 3v-6l1-1z"/><path fill="#80d868" d="m70 46-3 2-1-1q1-2 4-1"/><path fill="#bbd6b1" d="M81 55h-5l-1-9 1-10 1 18q1-1 4 1"/><path fill="#acc9a8" d="M30 45v6l3-3-1-1h2v3h-2v2h-3z"/><path fill="#95c98f" d="m70 46 1 3q0-3 3-3-2 3-1 7-3-5-6-5z"/><path fill="#a3d38f" d="M12 51q-2 0-1 2l-1-2q0-3 2 0"/><path fill="#48783d" d="m35 50 4 2q-4 3-6 0v-2z"/><path fill="#4f923f" d="m18 54-8 1 1-2q-1-2 1-2l1-2z"/><path fill="#8ac07f" d="m23 46 3 3v4h4q4 0 1 2H19v4l-2 4q-1-6 1-9l5-1z"/><path fill="#7ebd61" d="m39 64-9 1 1-10q3-2-1-2v-1h3q2 3 6 0l-4-2v-3h3v3l3 1z"/><path fill="#74c05a" d="m31 55-1 10-4 2-4-1-1-1-2-6v-4z"/><path fill="#71c15c" d="m74 46 1 9h5l-2 10-9 2-1-2-2-8 1-2 5-2q-1-4 1-7"/><path fill="#6fc758" d="M18 54q-2 3-1 9l-1 3h-4l-1-3q-2-5-1-8z"/><path fill="#d7e0c3" d="m19 59 2 6q-3-1-5 1l1-3z"/><path fill="#d9b694" d="M0 64v-1h11l1 3-7 1v-3z"/><path fill="#e1bb9a" d="m69 65 1 2a43 43 0 01-22 1q9-3 21-3"/><path fill="#c38e67" d="M0 64h5v3l7-1h4q2-2 5-1l1 1 4 1 4-2 9-1h7q-1 1 1 4l-1 1 50 1v1H0z"/><path fill="#d59e75" d="m79 65 17 1v4l-49-2h1l8 1 14-2z"/><path fill="#9f684a" d="M0 71h96v1L0 73z"/><path fill="#cc9870" d="M96 72v12l-38-2-27 2-31-1V73z"/><path fill="#d1a47c" d="M96 84v2H0v-3z"/><path fill="#ac734a" d="M0 86h96v2l-37 2-9 1 46 1v1H0v-1l25-1q-4-1 0-2l8-1H0z"/><path fill="#8c5433" d="M0 88h33l-8 1q-4 1 0 2L0 92z"/><path fill="#8a5231" d="M96 88v4l-46-1 9-1 1-1q17-2 36-1"/><path fill="#c59466" d="M0 93h96v3H0z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow lemons stacked in neat rows. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6e6a1" d="M0 0h96v71l-3 1q-6-9-13-2-2 2-1 6h-4v-1q2-2 1-4-4-5-10-5-3-1-4 2-5-6-11-1v5l-2 3v-2l-1-5h-7l-2 3-3 1-4-3q-4-3-9 0l-9-3q-5-1-5 3l-9 2z"/><path fill="#fbdf18" d="m49 73-3 2q-4-2-7-1v-3l2-3h7z"/><path fill="#fbe32d" d="M75 75q-2-6-4-1l-9-4-2 4-2-6q-6-2-7 4v-5q6-5 11 1 1-3 4-2 6 0 10 5 1 2-1 4"/><path fill="#fbe122" d="M32 69v4l-1-1-6 2-1-1q-1-2-3-1l-3-2-1 3-7-1-9 2q-1 2 1 3l-2 1v-7l9-2q0-4 5-3l9 3q5-3 9 0"/><path fill="#fbe230" d="M96 71v3q-3-1-4 2-6-4-12-4v4l1 2-7 2-4-3q1-3 5-1h4q-1-4 1-6 7-7 13 2z"/><path fill="#f9ca09" d="M17 73q-4 3-8 0-1 8-9 6v-1l2-1q-2-1-1-3l9-2z"/><path fill="#f8c51e" d="m32 69 4 3 3-1v3q3-1 7 1l-4 3-8 1q-1-4-3-2l-10-1v-4q2-1 3 1-3 0 0 3l1-2 6-2 1 1z"/><path fill="#f7e99c" d="m24 73-1 2q-3-3 0-3"/><path fill="#eca412" d="M21 72v4l10 1 1 3q-4-1-7 1l-6-1q-2-4-4-4l2 6v3l-2 2-2-1q3-6-3-5-3-3-4-1 3 4 0 7l2 1v3h3l4-1-2 4h-2q-6-5-7 2H0v-7q3-2 0-2v-5q3-2 0-2v-1q8 2 9-6 4 3 8 0l1-3z"/><path fill="#fbcf10" d="M96 74v4l-8 1-2-1-1-1q-3-2-5-1v-4q6 0 12 4 1-3 4-2"/><path fill="#edcf87" d="m19 80-2 2-2-6q2 0 4 4"/><path fill="#e9d49d" d="M31 77q2-2 3 2l1 1v5l1 2-2 1v-1l-1-5q-4-3-7 1l-1-2q3-2 7-1z"/><path fill="#f4e7a9" d="M85 77h-3q0-2 2-1"/><path fill="#e89d1c" d="M49 73v2q-3 1 0 4l3-5 2 5 8-1-4 2h-6q-3-1-4 1-3-1-5 1-1-3-2-1l-6-1-1-1 8-1 4-3z"/><path fill="#edeeb8" d="M0 80q3 0 0 2z"/><path fill="#edd99e" d="M10 81q-3 3 0 7H8l-2-1q3-3 0-7 1-2 4 1"/><path fill="#e3ddc5" d="M41 81q1-2 2 1l-1 1z"/><path fill="#e8e8d5" d="M67 81q0-2 2-1l1 1z"/><path fill="#f8c819" d="M75 75q-4-2-5 1l4 3 7-2v4q-4 0-7 4-1-3-3 0-2-3-1-5l-1-1-1-2-6-3v3l-8 1-2-5-3 5q-3-3 0-4l2-3q1-6 7-4l2 6 2-4 9 4q2-5 4 1"/><path fill="#f2eecc" d="M68 78q-4 2-6-1v-2z"/><path fill="#f6c413" d="M67 81v4l-7-1v-3q2-4 6-1"/><path fill="#fcd825" d="M96 80v7l-5-5q1-3 5-2"/><path fill="#f7bf17" d="m19 80 6 1 1 2q3-4 7-1-2 1-1 4-3-1-3 1 2 4-3 4v-3q2-1 1-2-1-3-3 0-3-1-5 1l-2-2v-3z"/><path fill="#e6d08f" d="M48 81q1-2 4-1-1 3 1 6l-2 3-2-1q2-5-1-7"/><path fill="#e7d091" d="M62 77q2 3 6 1l1 2q-2-1-2 1-4-3-6 1-3 2 0 5-3-3-3-7z"/><path fill="#e89e18" d="M96 78v2q-4-1-5 2l5 5v1h-4l-2-2q-3 0 0 2l-3 2 5 3v3h-3q0-5-4-5v-3l-1-2 4-1-2-1 2-5z"/><path fill="#f3b516" d="m35 80 6 1 1 2 1-1q2-2 5-1 3 2 1 7l1 2-8 1v-3q3-1 0-3l-1 1q-3-2-6-1z"/><path fill="#e8d3a8" d="m17 85 2 2v1l-4-1z"/><path fill="#ebca79" d="M26 88q-2 0-2-2 2-3 3 0 1 1-1 2"/><path fill="#edd9a1" d="m42 88-1-2 1-1q3 2 0 3"/><path fill="#eddfa2" d="M92 88h-2q-3-2 0-2z"/><path fill="#edd683" d="M0 87q3 0 0 2z"/><path fill="#f7ca1c" d="M8 88h7q-3 0-4 3H8z"/><path fill="#f9ce20" d="M52 80h6q0 4 3 7l14 1v4l-7-3-8 2-1-3h-1q-2-3-5-2-2-3-1-6"/><path fill="#edb327" d="M80 76q2-1 5 1-2-1-2 1h3l2 1-2 5 2 1-4 1 1 2h-3q2-3-1-4l-2 4q-1 3 4 5-2 2-1 3h-2q0-6-5-4v-4l-14-1q-3-3 0-5v3l7 1v-4l2-1q-1 2 1 5 2-3 3 0 3-4 7-4v-4z"/><path fill="#f0ce6e" d="M82 88h-3l2-4q3 1 1 4"/><path fill="#f6c31c" d="M90 88h6v4q-3-1-4 1l-5-3z"/><path fill="#f2b516" d="M10 81q6-1 3 5l2 1 4 1q2-1 5 2l-6 2 2 2v2h-7v-2l2-4-4 1q1-3 4-3h-5q-3-4 0-7"/><path fill="#c76d10" d="m34 87-2 4-1-4z"/><path fill="#f0af12" d="M53 86q3-1 5 2v3l-6-1-1-1z"/><path fill="#e89e10" d="m33 82 1 5-3 1 1 4-2 2q-2-3-2 0-3-4-6 0h-2l-2-2 6-2q-3-3-5-2v-1q2-2 5-1 0 2 2 2v3q5 0 3-4 0-2 3-1-1-3 1-4"/><path fill="#dc920d" d="M35 85q3-1 6 1l1 2v3l8-1-1-2 2 1 1 1 6 1v-3h1l-4 8h-1q-1-6-6-3v3h-3q-1-6-5-3-3-3-4 0-2-1-1-3 8-1 1-3z"/><path fill="#f5c61e" d="M79 88h6v3q4 0 4 5h-7q-1-1 1-3-5-2-4-5"/><path fill="#be7111" d="M40 93q-3 0-2 3h-2v-3q1-3 4 0"/><path fill="#f1bc1d" d="m59 88 1 3 8-2 7 3q5-2 5 4H55z"/><path fill="#f9d033" d="M28 94v2h-6v-2q3-4 6 0"/><path fill="#f6c624" d="M45 96h-7q-1-3 2-3 4-3 5 3"/><path fill="#f8cc2d" d="M54 96h-6v-3q5-3 6 3"/><path fill="#8c4412" d="M11 94h2v2h-2z"/><path fill="#a05b13" d="M30 94v2h-2v-2q0-3 2 0"/><path fill="#f8d64b" d="M36 87q7 2-1 3-1 2 1 3v3h-6v-2l2-2 2-4z"/><path fill="#f5db72" d="M96 92v4h-4v-3q1-2 4-1"/><path fill="#f3c019" d="M11 94v2H4q1-7 7-2"/><path fill="#8e5121" d="M20 94h2v2h-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green apple resting on a wooden table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f0f6ca" d="M0 0h96v46h-3l1 1-15 2-7-2v-2q-2-8-8-11-6-2-12-1-5-12-2 1h-1q-6-1-9 1l-3 1q-6 2-7 8-2 6 1 14L0 65z"/><path fill="#6a6047" d="M52 33v3h-2v-2q-3-13 2-1"/><path fill="#68b927" d="M52 33q6-1 12 1l-1 1h-4l-7 1z"/><path fill="#55c10d" d="M49 34v2l-6-1z"/><path fill="#aeda6e" d="M64 34q6 3 8 11h-2q-2-7-7-10z"/><path fill="#abd573" d="M40 35q3-2 9-1l-5 1 6 1h2l7-1 3 2H45z"/><path fill="#f3f7d5" d="M59 35h4q5 3 7 10l-8-8z"/><path fill="#84c838" d="m40 35 5 2h17l8 8h2v2l-1 6v-4q-13 1-20-8-6-3-11-1l-3-4z"/><path fill="#5dad2a" d="m37 36 3 4q5-2 11 1 7 9 20 8v4q-1 9-7 17h-3l-13-4-10 3-1-1h-1l-5-10q-3-8-1-14 1-6 7-8"/><path fill="#eed2a2" d="m31 58 5 10-24 11q-7 6 2 9l4 1-14 7H0V65z"/><path fill="#468822" d="m61 70-5 2q-7-3-14 0l-4-3 10-3z"/><path fill="#f1d8a8" d="M96 46v39q-15 4-28 11h-8q0-6 5-6l-7-1q1-2-1-2 3-5 3-10 4-3 4-7 6-8 7-17l1-6 7 2 15-2-1-1z"/><path fill="#60493a" d="m37 68 4 3q7-3 14 0l5-2h2l-7 5-20 8-1-1q3-1 0-4v-5z"/><path fill="#775341" d="m36 68-2 5v5q3 3 0 4l1 1q-11 5-22 5-9-3-2-9z"/><path fill="#e5be8d" d="M63 70q0 4-4 7 0 5-3 10 2 0 1 2l7 1q-5 0-5 6H4l14-7-4-1q11 0 22-5l20-8z"/><path fill="#c69a69" d="M96 85v3h-3q-7 0-12 5-5 0-7 3h-6q13-7 28-11"/><path fill="#8e6144" d="m93 88-12 5q5-5 12-5"/><path fill="#f2ddb0" d="M93 88h3v8H77l4-3z"/><path fill="#7d543c" d="m81 93-4 3h-3q2-3 7-3"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white fast-forward icon featuring an arrow pointing to the right. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 60 60" style="enable-background:new 0 0 60 60;" xml:space="preserve">
<path d="M30,0C13.458,0,0,13.458,0,30s13.458,30,30,30s30-13.458,30-30S46.542,0,30,0z M55.563,30.826l-22,15
C33.395,45.941,33.197,46,33,46c-0.16,0-0.32-0.038-0.467-0.116C32.205,45.711,32,45.371,32,45V31.892L11.563,45.826
C11.395,45.941,11.197,46,11,46c-0.16,0-0.32-0.038-0.467-0.116C10.205,45.711,10,45.371,10,45V15c0-0.371,0.205-0.711,0.533-0.884
c0.327-0.174,0.725-0.15,1.03,0.058L32,28.108V15c0-0.371,0.205-0.711,0.533-0.884c0.327-0.174,0.725-0.15,1.03,0.058l22,15
C55.837,29.36,56,29.669,56,30S55.837,30.64,55.563,30.826z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the warmth of a woolen scarf wrapped around your neck. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#c55132" d="m54 18 4 4q-4 0-6 2h-7q3-4 9-6"/><path fill="#b14d33" d="M61 25q-3 7-10 13h-3l8-7z"/><path fill="#ea7041" d="M54 18q-6 2-9 6h7q2-2 6-2l3 3-4 7-8 7h3q7-6 10-13 4 3 4 11l-3 15-1 1q-16 2-27-9l-3-9q2-10 11-18 4-2 10-1z"/><path fill="#953c2a" d="m37 31 7 6q-7 0-7-6"/><path fill="#a5b2ae" d="m32 35 3 9q11 11 27 9l-5 5q-9-2-16 1l1-2q-6-2-7-5l-3-3z"/><path fill="#b95a40" d="M35 52q1 3 7 5l-1 2q-3-1-5 1h-1z"/><path fill="#f1925a" d="m32 49 3 3v8l-1 11-9-5q0-11 7-17"/><path fill="#b38369" d="m68 57-2 7q-3 0-3-2v-1z"/><path fill="#b9c3ba" d="m66 37 2 20-5 4q-10 3-19 9h-1l-2-2-5-8q2-2 5-1 7-3 16-1l5-5 1-1z"/><path fill="#e56337" d="m35 60 5 8v8l-7-4v-1z"/><path fill="#f0a06b" d="m63 61-10 7-9 1q9-6 19-9"/><path fill="#bf7659" d="m25 66 9 5v1l-3 4q-1-1 1-3l-5-4-6 5q1-5 4-8"/><path fill="#d25935" d="M63 62q0 2 3 2L55 74q-7 1-12-2v-2h1l9-1z"/><path fill="#de815c" d="m41 68 2 2v2q-2 1-1 4h-1z"/><path fill="#c39786" d="m34 72 7 4-1 12-2-9v7q-3-1-2-3l-3-1q2-3-1-1-1-4-4-3l-3 2-1-1q-4 3-6-2 0-3 3-3l6-5 5 4q-2 2-1 3z"/><path fill="#d8bfb3" d="M41 76v13h-3l-1-3v-7l2 9z"/><path fill="#d1bcb3" d="m38 86-1 2-6-3q-4-3-3-7 3-1 4 3 3-2 1 1l3 1q-1 2 2 3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brown and white bison grazing in a field. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96h-7v-1q5-6 0-12l-2 8V79l1-3-2-1v-6q-1-6 2-1l2-2 2-2-5-4-1-1 3-4q-4-3-5 2-2-3-4-1l3 1-6 2q0 3 3 5l-3 6-2-5 2-3-1-4v-4l1-4 16-2q-6 0-1-3l-8 2-7-1-1 3-1-3-5-1-3-5-5-3-62 1z"/><path fill="#ddd3c4" d="m25 37 42 3-3 1q-2-3-5-2z"/><path fill="#c2a780" d="m25 37 34 2q-6 0-11 3-2 1-2 4H0v-8z"/><path fill="#dacfbb" d="M12 46h34v7l-1-5z"/><path fill="#d4c1a6" d="M76 54v-5l1-3 7 1 8-2q-5 3 1 3l-16 2z"/><path fill="#f9f8f3" d="M0 46h12l33 2 1 5q-4 2-3 8l5 1-2 3q-1-3-3 0 1 2-1 3l-6-3q-2-3 1-5-4-3-7 2-3-4-6-1l-7 4 2 5v1h-3l-4 5-2-2-2-8 2-5-7-1 5-2q-5-2-8 1z"/><path fill="#cec5a9" d="m34 49 11 2-32 2q-2-1-1-3z"/><path fill="#543520" d="m67 40 3 5 5 1 1 3v9l-2 2-2-3-3 2-2-4q-1-3-1 0l-3-2 1-12z"/><path fill="#ada49b" d="m68 47 1 2q2-3 5-2l-6 4z"/><path fill="#8d8176" d="M46 53q0 5-3 8-1-6 3-8"/><path fill="#d2cec3" d="M87 60v3l-7 1q-3-2-3-5l6-2-3-1q2-2 4 1 1-5 5-2l-3 4z"/><path fill="#b3ab98" d="M29 54h5q3 0 4 3-7-1-13 1v-3z"/><path fill="#a9a192" d="M15 56v2h-3z"/><path fill="#e5e3df" d="M36 65v8l2 2v3l-1 2q-2-6-2 1-3-4 1-7l-3-2q-4 6-5 14-1-9 2-17l-1-5q-4 3 0 7-3 6-2 14l-2 4v7h-1l-1-13q-2 2-1 6-2-3-1-5l2-11q3-4 1-7l-7-1 7-4q3-3 6 1 3-5 7-2-3 2-1 5"/><path fill="#eeede9" d="M59 39q3-1 5 2l-1 12-2 2-1-6q-1 3-3 0-3 2-5-1-5 6-2 14v-6q2-9 9-4l1 6-1 2q-3-3-7-1l9 4-4 1q-1 2 1 3 7-2 4-8-1-5 2-2l2-2q0-3 1 0l2 4 3-2v15l-1-6q-2 5 1 9 1-4 2 0l3-5 3-6 7-1v-3l5 4-2 2q-2 0-2 2-3-5-2 1-2 0-2 2l2 2v2q-3 2-1 5l2-1v3l-2 5-1-6-1 2-3 8v-2l-3-6q-2 6-1 13h-1q-1-6 1-10h-4q0 4-2 1v-3l3-6-1-1q-1 4-4 1-3 5-1-2-5-11-2 1-3-3-5-1t-1 5v1l-3-5v-2l3-7-4 2v5q-3-3-5 0l-1 6q-2-6-1-11h-4l1 6-3 5-1 2v-7l-1 1q0-5-2-2v-5q4 3 4-2 2-1 1-3 2-3 3 0l2-3-5-1q3-3 3-8v-7q0-3 2-4 5-3 11-3"/><path fill="#604837" d="m61 55-1 3-1-6q-7-5-9 4v6q-3-8 2-14 2 3 5 1 2 3 3 0z"/><path fill="#dfdad3" d="M10 74q-3 5-3-1l-1 6-1-7q-1 3-3 0v9l-2-2V59q3-3 8-1l-5 2 7 1-2 5z"/><path fill="#716c62" d="M24 61q2 0 1 2z"/><path fill="#afa99e" d="m63 53 3 2-2 2q-3-3-2 2 3 6-4 8-2-1-1-3l4-1-9-4q4-2 7 1l1-2 1-3z"/><path fill="#a8a196" d="M14 62h2l-4 6-1-2q0-3 3-4"/><path fill="#b1aca4" d="m17 65 7 1q2 3-1 7-2-1-2 3l-1-8-1 2z"/><path fill="#857b6d" d="m90 66-2 2q0-2 2-2"/><path fill="#a29c92" d="m36 65 6 3q0 5-4 2v5l-2-2z"/><path fill="#a29c94" d="M56 75h-1v-5l4-2z"/><path fill="#918b83" d="M86 69v4l-2-2q0-2 2-2"/><path fill="#736c62" d="M67 71q2 0 1 3-2-1-1-3"/><path fill="#b3afa7" d="m72 57 2 3 2-2 1 4-2 3 2 5-3 5q-1-4-2 0-3-4-1-9l1 6z"/><path fill="#d6d3ca" d="M19 71q-2 3-1 7l-4-1v6l-1-1-1-6 4-5z"/><path fill="#9f988f" d="m41 83-3-5v-3q2-3 2 2l1-1z"/><path fill="#b3afaa" d="M79 72q4 6 1 14-3-4 0-7-1-4-3-1-1-4 2-6"/><path fill="#92897d" d="m86 75 2 1-1 3-2 1q-2-3 1-5"/><path fill="#cbc7be" d="M65 77q-1 5 5 7v3l-3 4-1-6-1 4q-3-2 0-5l-3-3-1 10-1-15q2-2 5 1"/><path fill="#b0a698" d="M55 75q-3 2-3 5 3 6 0 14l-3-10-2 10V77q-2 0-1 3-2 0-1 2l-3-1 3-5-1-6h4q-1 5 1 11l1-6q2-3 5 0"/><path fill="#8e7b67" d="M6 79q-3 2-1 6 0-3 2-3 1 6-1 14H4l-4-9v-8l2 2v-9q2 3 3 0z"/><path fill="#745940" d="m10 74 2 2 1 6-4 7v7H6q2-8 1-14-2 0-2 3-2-4 1-6l1-6q0 6 3 1"/><path fill="#8e877c" d="M70 84q-6-2-5-7-3-12 2-1-2 7 1 2 3 3 4-1l1 1z"/><path fill="#aea395" d="m56 77 3 5q-4 4-4 11l-1-13q-1-3 2-3"/><path fill="#b5ada1" d="M87 82v8q-3 2-3 6h-1V83l1-2 1 6z"/><path fill="#a0978b" d="M35 81q-1 3-3 0-2 3 1 8l2-4 2 3q-6 12-9 0l-3 1 2-4q-1-8 2-14-4-4 0-7l1 5q-3 8-2 17 1-8 5-14l3 2q-4 3-1 7"/><path fill="#8d8171" d="m60 76 1 15 1-10 3 3q-3 3 0 5l-2 7h-3l-1-15q-1-3 1-5"/><path fill="#674f3a" d="m23 73-2 11-2-4q-3 3-2 9 3 11 5 0-1-4 1-6l1 13H11q0-7 3-13v-6l4 1q-1-4 1-7v-1l1-2 1 8q0-4 2-3"/><path fill="#978c80" d="M75 96h-1q-3-10-2 0h-2v-9q2 3 2-1h4q-2 4-1 10"/><path fill="#9e8d7a" d="M13 82q-3 6-3 13H9v-7z"/><path fill="#9a8c7a" d="M21 84q-1 2 1 5-2 11-5 0-1-6 2-9z"/><path fill="#5a4434" d="M70 87v9h-7l2-7 1-4 1 6z"/><path fill="#6e543d" d="m87 90 2 4v1h-5q0-4 3-6"/><path fill="#90816e" d="m89 95-2-4 2-8q5 6 0 12"/><path fill="#533d2c" d="m0 87 4 9H0z"/><path fill="#6c543f" d="M55 75v2q-3 0-2 3l1 13q0-7 4-11v-1l1 15H42q-2-16-2 0H25v-7l3-1q3 12 9 0l-2-3-2 4q-3-5-1-8 2 3 3 0 0-7 2-1l1-2 3 5 1-2 3 1 2 12 2-10 3 10q3-8 0-14 0-3 3-5"/><path fill="#9a8671" d="M42 96h-2q0-16 2 0"/><path fill="#e2dfd4" d="m46 80 1 4v10l-2-12q-1-2 1-2"/><path fill="#594531" d="m47 84-1-4q-1-3 1-3z"/><path fill="#604733" d="M74 96h-2q-1-10 2 0"/><path fill="#624934" d="M80 89q-2 3-1 7h-3q-1-7 1-13z"/><path fill="#867461" d="M83 83v13h-4q-1-4 1-7v2z"/></svg> |
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